## How Many Golf Balls Can Fit In A School Bus?

660,000 balls You just need to take the bus volume and divide it by the volume of a standard golf ball to get the result. So, about 1.6 million cubic inches divided by 2.5 cubic inches, you will get approximately 660,000 balls to fit in an school bus.

## How many golf balls can fit in a school bus interview question?

However, since there are seats and crap in there taking up space and also since the spherical shape of a golf ball means there will be considerable empty space between them when stacked, I’ll round down to 500,000 golf balls. Which sounds ludicrous.

### How many balls does it take to fill up a school bus?

Radius of golf ball = 0.85 inches. Volume of golf ball = 4/3 * pi * (radius^3) = 2.5 cubic inches. The number of golf balls that can be accommodated in the bus : 2948400/2.5 = 1179360. Note: Assuming 25% of the space is occupied by the seats in the bus, that leaves us 75% of space to accommodate the balls.

## How many soccer balls fit in a school bus?

74*495,000) = 366,000 Balls. Suppose a standard school bus is about 8 feet wide by 6 feet high by 20 feet long – An assumption.

## How many golf balls can fit in an airplane?

Wrap Up – There you have it! A brief guide that answers the curious question “how many golf balls fit in a Boeing 747?”. As you can see, the answer to this question can be a little tricky, but given that the plane is left intact and is supposed to fly, you should get a total available capacity of 26,766 cubic feet.

#### How many golf balls fit inside a phone booth?

“How many golf balls could fit on a 737 jet?” – The good news about brain-teasing questions, according to Susan Sandler Brennan, executive director of career services at Bentley University, is that they are increasingly falling out of favor in the most competitive banks, consulting companies, and tech firms.

• We found that brainteasers are a complete waste of time.
• How many golf balls can you fit into an airplane? How many gas stations in Manhattan? A complete waste of time.
• They don’t predict anything.
• They serve primarily to make the interviewer feel smart,” said Google’s SVP of people operations, Laszlo Bock, in a,

But this isn’t to say big companies don’t still use brainteaser interview questions, and candidates should be prepared to encounter some riddles. When asking this kind of question, interviewers are more interested in seeing how you respond under pressure to the shock of the question than the precise answer itself, says, a professor of Finance at Otago University in New Zealand and author of “.” And after the initial shock is over, he says they want to see how you think about a quantitative problem that you can’t use “plain vanilla step-by-step algebra or calculus to solve.” These interviewers are looking for analysts who can solve free-form problems that require estimation and loose approximations, not rigid people.

Well, it varies, but 200 sounds about right. Each person sits in a personal space about the size of a red British phone booth. OK, the seat is narrower, but there are aisles and overhead lockers etc., so it should be about right. A golf ball must be about 1 inch in diameter.

• A phone booth is about 36 inches wide, and let’s say 75 inches high.
• So, I get 36 x 36 x 75 balls in a booth, but let’s simplify and make it 30 x 30 x 100, that must be about the same, and I can do it in my head more easily.
• So I get 90,000 golf balls in a phone booth.
• Then 200 phone booths in the plane.

Nine times two is 18, and I have to tag those six zeroes on the end of it. My answer is 18 million, but maybe I will just round that to 20 million because those balls are not cubes, and they nestle in against each other more efficiently than do little cubes.

• Crack says there are, of course, other solution techniques, but they all involve approximations and some sort of estimation of relative volume.
• Along the way he says he might have asked the interviewer whether or not to include the cargo hold, which would double the answer.
• Ask the interviewer if you are not sure of the assumptions,” he says.

“Maybe they have specific assumptions in mind.” It might also be worthwhile to note that 20 million golf balls are awfully heavy, and the plane likely won’t take off with all those on board, he suggests. “On one level, this is just a game,” Crack says.

2. NOW WATCH:

: See if you can answer this classic brainteaser you might be asked in a Wall Street job interview

## How many ping pong balls in a school bus?

TL:DR Approximately 1,267,680 balls.

### How many golf balls fit in a 747 reddit?

Acing Guesstimates The best approach for a guesstimate or brainteaser question is to think of a funnel. You begin by thinking broadly, then slowly drill down towards the answer. Let’s look at this approach in context. Referring to our sample question, you know that you are looking for how many ping-pong balls fit in a 747 airplane.

• The first thing you need to determine is the volume of the ping-pong ball.
• For any guesstimate or brainteaser question you will need to understand whether your interviewer will be providing any direction or whether you will have to make assumptions.
• Therefore, begin the analysis of a guesstimate or brainteaser question with a question to your interviewer, such as, “What is the volume of a single ping pong ball?” If the interviewer does not know or refuses to provide any answer, then you will know that you must assume the answer.

If the interviewer does provide the information, then your approach will be a series of questions. For this example let’s assume your interviewer wants you to make the assumptions. Your verbal dialogue might go something like this: Let’s assume that the volume of a ping-pong ball is three cubic inches.

Now let’s assume that all the seats in the plane are removed. We’ll say the average person is six feet high, one foot wide and one foot deep. That’s 6 cubic feet, or 10,368 cubic inches. (One cubic foot is 12x12x12 inches, or 1,728 cubic inches.) Okay, so a 747 has about 400 seats in it, excluding the galleys, lavatories, and aisles on the lower deck and about 25 seats on the upper deck.

Let’s assume there are three galleys, 14 lavatories, and three aisles (two on the lower deck and one on the upper deck), and that the space occupied by the galleys is a six-person equivalent, by the lavatories is a two-person equivalent, and the aisles are a 50-person equivalent on the lower deck and a 20-person equivalent on the upper deck.

1. That’s an additional 18, 28, and 120 person-volumes for the remaining space.
2. We won’t include the cockpit since someone has to fly the plane.
3. So there are about 600 person-equivalents available.
4. You would be rounding a bit to make your life easier, since the actual number is 591 person equivalents.) In addition to the human volume, we have to take into account all the cargo and extra space – the belly holds, the overhead luggage compartments, and the space over the passengers’ head.

Let’s assume the plane holds four times the amount of extra space as it does people, so that would mean extra space is 2,400 person-equivalents in volume. (Obviously, this assumption is the most important factor in this guesstimate. Remember that it’s not important that this assumption be correct, just that you know the assumption should be made.) Therefore, in total we have 3,000 (or 600 + 2,400) person-equivalents in volume available.

1. Three thousand x 10,368 cubic inches means we have 31,104,000 cubic inches of space available.
2. At three cubic inches per ball, a 747 could hold 10,368,000 balls.
3. However, spheres do not fit perfectly together.
4. Eliminate a certain percentage – spheres cover only about 70 percent of a cube when packed – and cut your answer to 7,257,600 balls.

You might be wondering how you would calculate all these numbers in your head! No one expects you to be a human calculator, so you should be writing down these numbers as you develop them. Then you can do the math on paper, in front of the interviewer, which will further demonstrate your analytical abilities.

#### How many golf balls should you bring for 18 holes?

Most amateur golfers will be fine bringing nine golf balls with them for a rough of 18 holes. Some will like to keep a dozen balls in the bag, and that is fine, although it is rarely necessary.

## How many balls are in a bus?

How Many Golf Balls Fit In a School Bus? – As you have found the volume, now come back to the initial question of how many golf balls needed to fill the bus. You just need to take the bus volume and divide it by the volume of a standard golf ball to get the result.

So, about 1.6 million cubic inches divided by 2.5 cubic inches, you will get approximately 660,000 balls to fit in an school bus, That’s a huge number, isn’t it? However, this is not the final result. Since the bus would normally have seats, motor drive, and other things that occupy the space, the actual balls needed to fill in the remaining area are around 500,000 balls.

So, a school bus will hold an estimated number of 500,000 golf balls, This is the number for a standard golf ball and regular bus. In fact, the result may be different in reality as bus designs are various. This is just a simple and common way most people will use to calculate if asked the above question.

In addition, there are still many other ways, and each calculation will give a different number. Moreover, some other factors also affect the result, such as the spherical gaps or occupied space. Therefore, the result calculated can’t be 100% exactly, but may contain certain disparities depending on the cases.

However, in general, the differences between the estimated and actual numbers may not be significant. If the above answers do not satisfy you, then watch the explainer video here for more information. Watch Video: How Many Golf Balls Fit Into a School Bus?

#### How large is full size school bus?

The school bus is a mode of transportation, used by students to travel to their respective schools. The school bus should also ensure high safety for students. Most of us have enjoyed being on a school bus as it gave us a ground to stand with our friends throughout the journey, to play ice and water, to fight with our juniors and so on.

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This was the first place where we enjoyed the freedom of being independent. Apart from all these freedoms, we were actually not that safe then, as we had never used seat belts and there were days when we didn’t use to get a seat to settle. Well, do you know the size of a school bus? Do you know that it’s illegal to stand on a bus? Do you know the safest seat for your child on a school bus? No.

right? In real we were dumb about many things regarding a school bus. Isn’t it? So, it’s mandatory for us to have an idea of it. Here are our common queries:

How Long and Wide should a Normal School Bus be?

The length of a normal school bus is about 35 feet high and 8-9 feet wide, with a seating capacity of about 90 passengers, whereas small school buses are designed with an average height of 30 feet and a width of 6 feet.

What is the Window rule of a School bus?

Just as we have a rule of thumb, we have a window rule for school buses, where each window of a school bus must be of dimension 7.5×2.5. With this, you can get an estimate of the total length of the bus. For example, if your school bus has 10 windows, then the average size of your bus will be 10×2.5×7.5.

How much weight can a School Bus hold?

An average school bus can hold up to 8500 kg of weight. This is a rough estimate as it varies with the size of the bus.

What are the different sizes of School Buses?

Primarily, they are classified into 3 on the basis of size: 1. Mini School Bus

• Length: 20-25 feet
• Easier to drive and park
• Passenger capacity: 10-15
• Mini-buses are smaller in size so yellow paint is not necessary.

Mid-Sized School Bus:

• Length: 25-35 feet
• It looks like full-sized buses, but are slightly shorter in size.
• Conventionally designed
• Passenger capacity: 54-78

Full-sized school buses:

• Length: Above 35 feet
• Passenger capacity: 72-90
• Other names: Forward engine or Rare engine buses
• Difficult to park

Also Read: 90+ Math Riddles For Kids with Answers When it comes to choosing a school bus, a lot of doubts pop in our heads. Though there are many pros and cons for the different school buses, I hope that this article will help you to solve some of your doubts. No votes yet. Please wait.

## How many people can fill a bus?

Vehicle Size and Type Road vehicles used for mass public transport range from small vehicles carrying about 10 passengers, to bi-articulated buses built to maximum permitted dimensions and weight, which may carry over 270. Each type of vehicle has a role to play, and to some extent all may be complementary to one another as part of the overall public transport system. Vehicle size Large buses are appropriate in certain circumstances, and small vehicles in others. It’s sometimes difficult to determine whether several small vehicles or one large one would meet the requirements of passengers and operators more efficiently in any given situation. In broad terms, the appropriate vehicle size is influenced by:

The volume of traffic (the number of people traveling between the same two points at the same time). The characteristics of the road system. The type of services that passengers are prepared to pay for.

Passenger flows achieved with different vehicle sizes vary considerably. A service operated exclusively by small buses with about 10 seats each can carry up to a maximum of about 3,000 passengers per hour in a single lane in one direction. Bus capacities Conventional buses, carrying up to 80 passengers each, can carry up to about 15,000 passengers per hour, unless there is severe traffic congestion, and more if there are exclusive bus lanes. Buses operating on busway systems can theoretically carry up to 30,000 per hour in each direction, but this figure is rarely achieved in practice.

Generally, where large numbers of passengers are to be carried so that vehicles can be filled to capacity, the most efficient and economic vehicle is the largest that can be operated legally, safely and practically within the constraints of the prevailing road conditions. Full-sized buses can, if required, carry a high proportion of standing passengers in greater comfort than small buses, which often have very limited headroom.

Larger buses require less road space per passenger, and this can be particularly significant where road space is limited, as well as in depots, at bus stops and stations. Fewer large buses are required to carry the same number of passengers. This will normally result in lower levels of atmospheric pollution, and easier management and control, particularly of scheduling.

The number of personnel required to transport a given number of passengers will also normally be lower. Smaller vehicles are necessary on routes where road conditions inhibit the use of larger vehicles. This often applies when routes operate in high-density residential areas with very narrow streets. Other constraints on the operation of larger vehicles may include low or weak bridges, or terminals and depots with restricted access, as well as legislation restricting vehicle dimensions.

Smaller buses can provide a higher frequency of service for a given passenger flow, which can improve the convenience of the service. Passengers also often prefer small buses because they are faster and take less time to load. Small vehicles also make it possible to offer a greater number of route variations, without adversely affecting service frequency.

1. Size and operating speed The size of a vehicle can affect its operating speed in various ways.
2. A small vehicle usually has better acceleration and maneuverability in traffic than a larger vehicle.
3. Smaller size also means a smaller number of passengers boarding and alighting at each stop, so dwell times at stops will also be less.

Speed of operation has an effect on system capacity. A vehicle that can achieve a higher average speed will be able to provide more passenger-kilometers than a slower vehicle with the same capacity, although vehicle performance is obviously affected by prevailing traffic speeds.

1. Bus size and traffic congestion Where passenger volumes are very high, the advantage of speed enjoyed by smaller vehicles is reduced or even negated by the congestion caused by large numbers of vehicles stopping simultaneously to pick up and set down passengers.
2. In general, larger vehicles mean greater potential capacity for a transport system.

When there is a mixture of capacities on one route, different operating speeds for different vehicle sizes results in irregular service — even if buses are dispatched from terminals at regular intervals. Except where by virtue of their numbers they are a direct cause of congestion, small buses can be advantageous in severely congested conditions.

They are more maneuverable than larger buses and may cause less congestion per passenger in moving traffic than bigger buses, especially if bigger buses are not full. Similarly, where the level of traffic discipline, particularly lane discipline, is poor, smaller and more maneuverable vehicles have an advantage.

However, a very high service frequency may mean that there are often several vehicles running in convoy. This can create significant congestion compared with a single large vehicle carrying the same number of passengers. When operated at very high frequencies small buses invariably cause more congestion at stops, by requiring more space. Small buses make wasteful use of road space. A 10-seat minibus occupies nearly three times as much road space per passenger as a full-sized bus.

Size and maintenance Small vehicles are mass produced in greater volume than large buses, and therefore capital costs per seat or passenger-place can be significantly lower. Maintenance costs also, principally the cost of spare parts, are often lower for the same reason. Smaller vehicles are also generally easier to maintain.

This makes them attractive to small private sector operators, particularly owner-drivers. The life of a smaller vehicle is usually shorter than that of a larger vehicle, however, so depreciation costs per passenger may be relatively high. Since each bus requires a driver regardless of its size, labor costs per passenger may be higher for a small bus.

But in most developing countries the difference is insignificant since wage rates are generally low. Smaller vehicles require less skill to drive, and therefore recruitment and training of drivers is easier. Bus types In addition to the wide range of sizes, there are various types of vehicle that may be operated on conventional bus services.

Basic choices are between single and double deck vehicles, and between rigid and articulated vehicles. Within these categories there are many alternative configurations, including body and chassis layout, and mechanical specifications. Different standards of passenger accommodation may be provided, although not normally on the same vehicle.

These standards range from very basic, perhaps with the majority of passengers required to stand, to very high, with features such as air conditioning, reclining seats, video, toilets and refreshments. It’s common, particularly on bus routes with high volumes of passenger traffic, to provide two or more standards of service, using vehicles with different specifications.

Single deck buses Single deck buses range in length from about 5-to-12 meters. In some countries even longer buses are permissible, up to a maximum of about 15 meters, although such lengths are impractical except where operation is exclusively on roads that are relatively wide and straight.

If buses longer than 12 meters are required it’s normally necessary to use articulated vehicles, The shortest single-deckers, about 5-to-6 meters long and carrying between 10 and 20 passengers, are often referred to as minibuses, and sometimes as microbuses, They are usually designed for all passengers to be seated, although standing passengers are often carried in cramped conditions.

Buses between about 7 and 8 meters long, carrying 20-to-35 seated passengers, sometimes with accommodation for additional standing passengers, are often referred to as midibuses. Although in some countries these are also known as minibuses. Full-sized single-deck buses can carry between 60 and 120 passengers including those standing. Double-deck buses have a number of advantages. They are able to provide a high seating capacity within a limited space. They occupy less road, terminal and depot floor space per seated passenger. In congested traffic conditions and where space is limited this can be a major advantage.

However, the saving in space per passenger can be comparatively small depending on the proportion of standing to seated passengers that is acceptable. Where all passengers require seats, as in the case of heavily used premium-quality urban services, the double-decker offers a greater advantage than where a high proportion of standing passengers is acceptable.

Double-deckers have a number of disadvantages compared with single-deckers, including:

Increased loading and unloading times. Additional costs from the more complex construction. A staircase is required. Greater headroom in depots is required. Low bridges and other overhead obstructions, such as utility cables, often restrict the routes where they can be used.

Articulated buses Articulated (including bi-articulated) single deck buses, carrying up to 270 passengers and sometimes even more, are efficient movers of large numbers of passengers. They are more maneuverable than rigid buses of the same length. They can be much longer than rigid buses — up to 25 meters is possible, although the normal maximum length is approximately 18 to 20 meters. Articulated buses can be very effective where labor is scarce or expensive, passenger volumes are high, roads are relatively wide and straight, and space is not severely restricted. With well-designed bus stop facilities and appropriate fare collection systems, they can load and unload very quickly despite their size. However, they require greater skill to drive, particularly when reversing. The number of routes that they may be used is often also limited. Specially designed depot facilities may also be required. Where congestion is severe and roads are narrow they may be impractical. Their more complex construction makes them more expensive to purchase and maintain than rigid single-deckers or double-deckers (typically, 25% or 30% more than a double-decker), and reliability may be a problem where road conditions are poor. Articulated buses must have good access to bus stops, with all doors accessible from the curb without obstruction from parked cars or street furniture. It’s particularly important to ensure that passenger shelters and safety barriers are positioned so that they do not obstruct any of the doors of buses using the stop.

### What is the smallest ball?

The smallest? A squash ball is just a little smaller than the golf ball. At the other end of the scale, the largest is the basketball.

### How many tennis balls fit in a 747 interview questions?

How many tennis balls can you fit in a Boeing 747? City Investment Training Overview We have a 89% placement success rate for students on our 8 week training program. Click on the link below to find out how our training and internship programs can help you launch a career in investment banking.

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First, we need to find the volume of the aeroplane and the tennis ball. Once we get these figures, we will divide the volume of the airplane with that of the tennis ball. The formula for the cylinder is = πr2h Estimating that an airplane has an approximate radius of 1 meter (assuming the aeroplane has the same height of a normal office floor) and length 33 meters (400 seats in an aeroplane with 10 seats a row which gives us 40 rows and adding another 10 rows for pilot and toilets we get to 50 rows * 2 feet which gives us 100 feet or 33 meters). The volume of aeroplane is 103m^3 or 33πm^3 or 33mπcm^3

Then, estimating that tennis ball has a radius 3.3cm we can calculate the volume. In that case, the volume of the tennis ball can be calculated by the formula of a sphere. Volume of a sphere is = (4 πr3)/3 The volume of the tennis ball would be 47.916πcm^3.

## How many tennis balls fit in a limo interview question?

Assuming we are filling a rectangular limo without the wheel, engine, seats or trunk, you can find how many tennis balls fit into the limo by dividing its volume by the volume of a tennis ball. So, 1,555,2000 divided by 4.18 is 372,057.45 or 372,057 full tennis balls.

## How many golf balls fit in a helicopter?

Description Angle down icon An icon in the shape of an angle pointing down. Following is a transcript of the video. Anna Battison: Well, I hope that’s accurate. I feel like I should maybe ask somebody. Samantha Josaphat: Um, wish me luck. Battison: So, how many golf balls can you fit in a Boeing 747? I.

1. I have no idea.
2. Josaphat: How many tennis balls? Oh, golf.wow. Wow.
3. My first step is to dimension the size of a golf ball, which I actually don’t know.
4. Battison: A golf ball is, I don’t know.
5. Josaphat: I’ve never played golf before.
6. Battison: If you play tennis, a little bit smaller than a tennis ball.

Josaphat: I’m gonna predict that a golf ball is 4 inches by 4 inches in diameter. Battison: And a headrest is probably, I don’t know. Here’s my head. So let’s say it’s that big and maybe that thick. And now I’m just trying to break down the seat to figure out how many golf balls are in it.

• I’m gonna say that there are three rows of three headrests that can fit in the back portion of it.
• And then I’m gonna say there’s two rows of three for the bottom part.
• Then that gives us three, six, nine on the top, six on the bottom.15 times 15 golf balls in each headrest.

There are 15 headrests in the seat. That gives us 225 golf balls per seat. Josaphat: I’m now attempting to draw a plane. I’m such an architect. It’s like, I gotta get it right. Oh, gosh! I’m sorry. That looks horrible. Can I just line up my wings? Battison: This is very bad.

So, you have the cabin, which is like, X1, X2 is, like, where the passenger goes with all the seats. Those are what the seats are. And then X3, which is, like, the undercarriage, which might be down here, and, you know, just where all the luggage goes. Josaphat: When I first think about the plane and plan, what is a variable that I can replicate numerous times? And that’s the seat.

Battison : In a 747, primarily have two seats here, two seats here, an aisle, an aisle, and three seats in the middle. So that’s seven seats across in each row. Josaphat: I will assume a Boeing 747 has about 80 rows. Battison: So if there are 366 seats, so 366 seats in a Boeing 747, that means that 366 divided by seven would be about 52 rows.

Josaphat: Now, if I were to say a typical chair for a person is about 18 inches wide and a Boeing 747 has three aisles of seating with potentially four seats in the middle, three seats on either end, how many seats are in just one row? Battison: I’m gonna add two seats per row because there’s an aisle here where I can add a seat, hypothetically.

So if I’m adding two seats per row, that would give me 104 extra seats that I could fit in for that first layer across the bottom. There’s 470 seats on the bottom layer times 225. That gives me 105,750 golf balls. Josaphat: So we have, six and four is 10.

1. So we have 10 times 18.
2. That gives us 180 inches.
3. Then we multiply that by 80 rows.
4. That’s 14,400 inches.
5. That’d give me 1,200 feet.
6. So now we would have to incorporate circulation.
7. Battison: Now, you gotta think about, those golf balls are really small.
8. I’ve got so many gaps in between each seat.
9. Josaphat: So, if I were to relate circulation to an airplane, that would mean the aisles that go from the front and the back of the plane, the space in between the seats so that everyone can get to their seat comfortably.

Battison: I’m gonna seriously ballpark this. So, across, I’ve got seven seats. Let’s say there are seven gaps where 100 golf balls can fit. That’s seven gaps in each row. So seven times 52 rows is 364. So 364 times, let’s say in each gap, 100 golf balls can fit, 36,400.

Josaphat: And, like, a typical building, in New York City’s Standard of Quality Housing, you need about 30% of circulation in a space. So what’s 30% of 1,200 feet? That’s 360 feet. That’s 360.square feet. I just realized it’s not just feet.1,200 square feet plus 360 gives us 1,560 square feet. So that includes seats and circulation.

Battison: So, now I’m gonna picture how many layers of seats can I stack on top of each other in that gap in the cabin. I’m gonna say maybe three rows, just ’cause the seats are high. So then I’m gonna do that number times three, 317,250 golf balls. That’s how many golf balls I have in three layers of seats.

1. And that comes out as being 353,650.
2. Josaphat: Now we have to think about the cockpit, where the pilot is, as well as areas for meal prep and the bathrooms.
3. Battison: X2 is very big, right? It’s, like, 52 rows plus the space on top.
4. So I’m gonna say there’s, you know, gotta be at least 10 that’ll fit in there.

Now, maybe that’s a little bit overestimating, but I think I underestimated for the amount of golf balls anyway. So let’s just go with that. Josaphat: So, I’m just gonna estimate 40%. ‘Cause typically in a building, you have to think about, 40% of the space goes to infrastructure, like mechanical systems and plumbing.

• Battison: So if there are 353,650 golf balls that fit into the cabin, there would be 10 that fit in there, so that number divided by 10.
• That’s gonna be 35,365.
• Josaphat: What’s 40% of 1,560 square feet? So now we’ll do 624 plus 1,560, and that’ll get us 2,184.
• So now we have the floor plan covered.
• And now we have to think about it in volume.

Battison : The X3 is what we have left. Josaphat: Typical height in an apartment in New York could be around 8 to 10 feet high. And then the height of the carry-on luggage. So we’ll say 11 feet head clearance, and then we’ll add an additional two feet for the material of the plane.

And so that’s 13 feet height. Battison: I don’t actually know exactly how big a 747 is, but I would imagine very, very big. Josaphat: Now, if we have to consider the space below where the baggage claim is, typically, someone can actually walk in that space to grab luggage. Battison: I would say that it’s roughly the same size as the cabin or maybe even bigger.

Josaphat: And so I will just double that height and make that 26 feet. Now I will multiply 26 feet by 2,184 square feet. Battison: The grand total is now 35,365 plus 353,650 plus 353 again, 650, equals 742,665. So that’s our grand total for a 747 that does not actually have the 366 seats.

1. Josaphat : So, my last step would be to divide the total cubic feet of the plane by the cubic feet that I’ve figured out for the golf ball.
2. Battison: But if we have an airliner, we do have those seats that can’t hold the golf balls.
3. Josaphat: 56,784 cubic feet divided by 12 cubic feet.
4. That total answer would be 4,732 golf balls,

Battison: If it has 366 seats, 366 seats times however many golf balls can fit into each seat, we said was 225. So 366 times 225 would give us 82,350. Josaphat : That really does not feel real. I’m not comfortable with that answer. Battison: So I’m going to do this number minus this number to get our grand total for an airline 747.

1. Gives us 660,315 golf balls.
2. Josaphat: Oh, I know what the problem is.
3. I did 12 cubic feet, not 12 cubic inches.
4. So there’s actually another step.
5. That would be multiplying by 12.
6. Oh, that’s funny.
7. Which would give me 56,784 golf balls.
9. Battison: I have a gut feeling that that’s way too little.

Josaphat: It may be a little bit low still. I mean, I’m gonna have to trust the math at this point. Battison: I thought I would come out to a number that was maybe a million or so. I think I told you, a headrest is about, like, this big. Josaphat: So if I were to go back, I’d probably tweak the size of the golf ball.

Battison: I think far more than 15 golf balls can fit into there. Maybe more along the range of 25 or 30 golf balls. In aviation, they always want you to refer back to, you know, facts. You’re always supposed to follow your checklist in an emergency. You’re supposed to rely on your instruments. Josaphat : It did bring back the inner third grade in me, where it’s like, oh, you gotta stay up all night and figure out this math problem.

Battison: Do you have an actual answer? Alex Appolonia: Well, not exactly. We found a lot of different answers to this brain teaser. But the whole point of these questions is to show how people think. Google no longer asks these brain teasers, because they don’t predict how well someone would do at a job, but we wanted to have a little fun with it.

Feel free to let us know in the comments below more brain teasers you would like to see solved, and make sure you subscribe to our channel, so you don’t miss it. EDITOR’S NOTE: This video was originally published in October 2020. Following is a transcript of the video. Anna Battison: Well, I hope that’s accurate.

I feel like I should maybe ask somebody. Samantha Josaphat: Um, wish me luck. Battison: So, how many golf balls can you fit in a Boeing 747? I. I have no idea. Josaphat: How many tennis balls? Oh, golf.wow. Wow. My first step is to dimension the size of a golf ball, which I actually don’t know.

• Battison: A golf ball is, I don’t know.
• Josaphat: I’ve never played golf before.
• Battison: If you play tennis, a little bit smaller than a tennis ball.
• Josaphat: I’m gonna predict that a golf ball is 4 inches by 4 inches in diameter.
• Battison: And a headrest is probably, I don’t know.
• So let’s say it’s that big and maybe that thick.

And now I’m just trying to break down the seat to figure out how many golf balls are in it. So, in this headrest, there are about 15. I’m gonna say that there are three rows of three headrests that can fit in the back portion of it. And then I’m gonna say there’s two rows of three for the bottom part.

• Then that gives us three, six, nine on the top, six on the bottom.15 times 15 golf balls in each headrest.
• There are 15 headrests in the seat.
• That gives us 225 golf balls per seat.
• Josaphat: I’m now attempting to draw a plane.
• I’m such an architect.
• It’s like, I gotta get it right.
• Oh, gosh! I’m sorry.
• That looks horrible.

Can I just line up my wings? Battison: This is very bad. So, you have the cabin, which is like, X1, X2 is, like, where the passenger goes with all the seats. Those are what the seats are. And then X3, which is, like, the undercarriage, which might be down here, and, you know, just where all the luggage goes.

1. Josaphat: When I first think about the plane and plan, what is a variable that I can replicate numerous times? And that’s the seat.
2. Battison : In a 747, primarily have two seats here, two seats here, an aisle, an aisle, and three seats in the middle.
3. So that’s seven seats across in each row.
4. Josaphat: I will assume a Boeing 747 has about 80 rows.
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Battison: So if there are 366 seats, so 366 seats in a Boeing 747, that means that 366 divided by seven would be about 52 rows. Josaphat: Now, if I were to say a typical chair for a person is about 18 inches wide and a Boeing 747 has three aisles of seating with potentially four seats in the middle, three seats on either end, how many seats are in just one row? Battison: I’m gonna add two seats per row because there’s an aisle here where I can add a seat, hypothetically.

So if I’m adding two seats per row, that would give me 104 extra seats that I could fit in for that first layer across the bottom. There’s 470 seats on the bottom layer times 225. That gives me 105,750 golf balls. Josaphat: So we have, six and four is 10. So we have 10 times 18. That gives us 180 inches.

Then we multiply that by 80 rows. That’s 14,400 inches. That’d give me 1,200 feet. So now we would have to incorporate circulation. Battison: Now, you gotta think about, those golf balls are really small. I’ve got so many gaps in between each seat. Josaphat: So, if I were to relate circulation to an airplane, that would mean the aisles that go from the front and the back of the plane, the space in between the seats so that everyone can get to their seat comfortably.

• Battison: I’m gonna seriously ballpark this.
• So, across, I’ve got seven seats.
• Let’s say there are seven gaps where 100 golf balls can fit.
• That’s seven gaps in each row.
• So seven times 52 rows is 364.
• So 364 times, let’s say in each gap, 100 golf balls can fit, 36,400.
• Josaphat: And, like, a typical building, in New York City’s Standard of Quality Housing, you need about 30% of circulation in a space.

So what’s 30% of 1,200 feet? That’s 360 feet. That’s 360.square feet. I just realized it’s not just feet.1,200 square feet plus 360 gives us 1,560 square feet. So that includes seats and circulation. Battison: So, now I’m gonna picture how many layers of seats can I stack on top of each other in that gap in the cabin.

I’m gonna say maybe three rows, just ’cause the seats are high. So then I’m gonna do that number times three, 317,250 golf balls. That’s how many golf balls I have in three layers of seats. And that comes out as being 353,650. Josaphat: Now we have to think about the cockpit, where the pilot is, as well as areas for meal prep and the bathrooms.

Battison: X2 is very big, right? It’s, like, 52 rows plus the space on top. So I’m gonna say there’s, you know, gotta be at least 10 that’ll fit in there. Now, maybe that’s a little bit overestimating, but I think I underestimated for the amount of golf balls anyway.

1. So let’s just go with that.
2. Josaphat: So, I’m just gonna estimate 40%.
3. ‘Cause typically in a building, you have to think about, 40% of the space goes to infrastructure, like mechanical systems and plumbing.
4. Battison: So if there are 353,650 golf balls that fit into the cabin, there would be 10 that fit in there, so that number divided by 10.

That’s gonna be 35,365. Josaphat: What’s 40% of 1,560 square feet? So now we’ll do 624 plus 1,560, and that’ll get us 2,184. So now we have the floor plan covered. And now we have to think about it in volume. Battison : The X3 is what we have left. Josaphat: Typical height in an apartment in New York could be around 8 to 10 feet high.

1. And then the height of the carry-on luggage.
2. So we’ll say 11 feet head clearance, and then we’ll add an additional two feet for the material of the plane.
3. And so that’s 13 feet height.
4. Battison: I don’t actually know exactly how big a 747 is, but I would imagine very, very big.
5. Josaphat: Now, if we have to consider the space below where the baggage claim is, typically, someone can actually walk in that space to grab luggage.

Battison: I would say that it’s roughly the same size as the cabin or maybe even bigger. Josaphat: And so I will just double that height and make that 26 feet. Now I will multiply 26 feet by 2,184 square feet. Battison: The grand total is now 35,365 plus 353,650 plus 353 again, 650, equals 742,665.

So that’s our grand total for a 747 that does not actually have the 366 seats. Josaphat : So, my last step would be to divide the total cubic feet of the plane by the cubic feet that I’ve figured out for the golf ball. Battison: But if we have an airliner, we do have those seats that can’t hold the golf balls.

Josaphat: 56,784 cubic feet divided by 12 cubic feet. That total answer would be 4,732 golf balls, Battison: If it has 366 seats, 366 seats times however many golf balls can fit into each seat, we said was 225. So 366 times 225 would give us 82,350. Josaphat : That really does not feel real.

I’m not comfortable with that answer. Battison: So I’m going to do this number minus this number to get our grand total for an airline 747. Gives us 660,315 golf balls. Josaphat: Oh, I know what the problem is. I did 12 cubic feet, not 12 cubic inches. So there’s actually another step. That would be multiplying by 12.

Oh, that’s funny. Which would give me 56,784 golf balls. Final answer. Battison: I have a gut feeling that that’s way too little. Josaphat: It may be a little bit low still. I mean, I’m gonna have to trust the math at this point. Battison: I thought I would come out to a number that was maybe a million or so.

• I think I told you, a headrest is about, like, this big.
• Josaphat: So if I were to go back, I’d probably tweak the size of the golf ball.
• Battison: I think far more than 15 golf balls can fit into there.
• Maybe more along the range of 25 or 30 golf balls.
• In aviation, they always want you to refer back to, you know, facts.

You’re always supposed to follow your checklist in an emergency. You’re supposed to rely on your instruments. Josaphat : It did bring back the inner third grade in me, where it’s like, oh, you gotta stay up all night and figure out this math problem. Battison: Do you have an actual answer? Alex Appolonia: Well, not exactly.

We found a lot of different answers to this brain teaser. But the whole point of these questions is to show how people think. Google no longer asks these brain teasers, because they don’t predict how well someone would do at a job, but we wanted to have a little fun with it. Feel free to let us know in the comments below more brain teasers you would like to see solved, and make sure you subscribe to our channel, so you don’t miss it.

EDITOR’S NOTE: This video was originally published in October 2020. Show more

#### How many golf balls can a pro carry?

How many golf balls do professional golfers carry? – Pro golfers don’t carry nearly as many golf balls as amateurs do. Most pros carry 3-4 sleeves in their bag as they constantly replace them during the round. It’s very common for them to go through 4-5 balls even if they don’t lose them. If they get scuffed from anything they will throw them to the crowd or even sign them and give them to fans.

#### Can I fly with golf balls?

United Kingdom, China, Europe – In the United Kingdom, China, and Europe, golf balls are allowed on planes. However, some airlines might impose a limit on how many balls you can take in your cabin baggage or your golf kit bag. Golf bags with liquid inside traveling in a carry-on are also subject to each country’s liquid rules.

## How many balls can fit in a car?

How Many Tennis Balls Will Fit In A Car ? – What if you wanted to know the same question but for a car instead? Here are the calculations. Let’s say the car size is the following: 2m x 5m 1.5m (length x width x height) We can do the calculations as so: Volume = L × W × H Volume = 200 × 80 × 60 Volume = 16,000 × 60 Volume = 750,000 cubic inches The vehicle parts and tires will take up almost half of the car volume. Thus, the new volume would be 375,000 cubic inches. Just like the limo example, there would be empty gaps between each tennis balls due to its shape.

1. If they were to take ¼ of the space, you would be left with 280,000 as the final car volume.
2. Now, we can divide the volume of the car (280,000) with 4 (tennis ball volume), which will amount to 70,000.
3. To answer the question of ” how many balls can you fit in a car,” 70,000 tennis balls will be able to fit inside a car.

## How many tennis balls in a bus?

Answer: The number of tennis balls as per assumption will be equal to 56634 approximately.

### How many golf balls should?

Most of the time, golfers have between 6 and 12 golf balls that they like to carry in their bags. This is more of a personal preference, and some golfers will look at it from a superstitious viewpoint, but right around nine is pretty standard for most professional golfers.

## How many golf balls can you fit in a double decker bus?

Abhishek Mishra. You just need to take the bus volume and divide it by the volume of a standard golf ball to get the result. So, about 1.6 million cubic inches divided by 2.5 cubic inches, you will get approximately 660,000 balls to fit in an school bus.

## How many balls in a room?

Google: “How many basketballs can you fit in this room?” – Suggested answer: “Determine the volume of the room. For example if the room is 10ftx10ftx10ft the volume would be 1000ft cubed. The average mens’ basketball has a diameter of 25cm. There are approximately 30cm in a foot. Therefore you could fit one inflated basketball in a 1 foot cubed space.

• Therefore you could fit 1000 inflated basketballs inside a room with a volume of 1000 ft cubed.
• If we can deflate the basketballs and flatten them down to one inch thick, this would allow us to place 12 flattened basketballs in a 1 foot cubed space.
• Therefore you could fit 12,000 basketballs in a room with a volume of 1000 ft cubed.

It would be more complicated depending on the shape of the room but the process for figuring out the solution would be the same.” ( People analyst )

#### What is a bus ball?

Bus Ball is a spherical sculpture depicting a traditional yellow school bus.

## What are good questions to ask about golf to an interview?

Who are your three favorite professional golfers and why? What is one piece of golf equipment you think every professional golfer should have? How do you feel about shorter golf events and courses that only involve playing 9 holes instead of a full round? What new golf technology are you most excited about?