Connor wants to build a pool in his backyard. The pool he wants to build is a rectangular prism 25 feet long !5 feet wide and 6.25 feet tall

a. how much water will the pool hold? show how you found your awnser


b. how much pool tiling will he need to consider to cover the inside of th pool NO TOP show how you found your awnser



Answer :

Step-by-step explanation:

To solve this problem:

a. To find the volume of the rectangular prism pool, we'll use the formula:

Volume = length × width × height

Given:

Length = 25 feet

Width = 15 feet

Height = 6.25 feet

Volume = 25 feet × 15 feet × 6.25 feet

= 2343.75 cubic feet

So, the pool will hold 2343.75 cubic feet of water.

b. To find the surface area of the pool that needs tiling (excluding the top):

Surface Area = 2(length × height) + 2(width × height) - (length × width)

Given:

Length = 25 feet

Width = 15 feet

Height = 6.25 feet

Surface Area = 2(25 feet × 6.25 feet) + 2(15 feet × 6.25 feet) - (25 feet × 15 feet)

= 2(156.25 square feet) + 2(93.75 square feet) - (375 square feet)

= 312.5 square feet + 187.5 square feet - 375 square feet

= 500 square feet - 375 square feet

= 125 square feet

So, Connor will need to consider 125 square feet of pool tiling to cover the inside of the pool (excluding the top).