Question

A pool party is occurring at the Robertson's house this next holiday. They want to invite 64 friends and family. Only 26 friends and 9 family members reply to the invite. The Robertson's are a family of 5. Their pool is 35 feet long and is 10 feet deep when filled to capacity. They are worried children under 5 will struggle in the pool, so they only fill the pool to 5 feet. The day of the party, 53 people show up. The son, Billy, is 4.5 feet tall. If Billy's height is half the width of the pool, what is the volume in cubic feet of water the Robertson's filled the pool with?


Do not include units in your answer. Round your answer to the nearest whole cubic foot. For example, if the answer is 19 cubic feet, put 19.

Answer 1

The volume in cubic feet of water the Robertson's filled the pool with is 1750

What is the volume of a shape?

The volume of a shape is the amount of space in the shape

From the question, the dimension of water in the pool is:

35 feet by 10 feet by 5 feet

Billy's height, and the number of people in attendance do not affect the volume.

So, we have:

$Volume = 35ft\times 10ft\times 5ft$

$Volume = 1750ft^3$

Hence, the volume in cubic feet of water the Robertson's filled the pool with is 1750

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Answer 2

Answer:

1575

Step-by-step explanation:

We are given a lot of information here, so the first thing we need to do is figure out what the problem is. We are asked to find the volume of water in the pool during the pool party. To find this, all we need to know is the length and width of the pool, and the height of the water filled in the pool. All the other information is irrelevant. We are told that Billy is 4.5 feet tall, which is half the width of the pool. So, we multiply his height by 2 to get the width

4.5⋅2=9.

Then, we know that they are only filling the pool to a height of 5 feet and the length is 35 feet. To find the volume, we multiply the length, width, and height

35⋅9⋅5=1575.

The volume of water in the Robertson's pool for the party is 1,575 ft3.