Question

Condo living room is in the shape of a rectangle has a area of three 60 ft.² the width of the living room is 58 it's what what is the length of the living room

Answer 1

Question is not proper, Proper question is given below;

Consuelo's living room is in the shape of a rectangle and has an area of 360 square feet. The width of the living room is
`(5)/(8)\ ft` its length. What is the length of the living room?

Answer:

Length of the living room is 24 feet.

Explanation:

Given:

Area of the living room =
`360 \ ft^2`

We need to find the length of the living room.

Solution:

the length of the living room be 'l'.

Given:

Width of the living room
`(5)/(8)\ ft` of it length.

width
`w= (5)/(8)l`

It has been given that living room is in rectangular format.

So we can say that;

Area of living room is equal to length of the living room times width of the living room.

framing in equation form we get;

`l* w=360\\\\l*(5)/(8)l=360\\\\(5)/(8)l^2=360`

Now Multiplying both side by
`(8)/(5)` we get;

`(5)/(8)l^2*(8)/(5)=360*(8)/(5)\\\\l^2= 576`

Taking square root on both side we get;

`√(l^2) =√(576) \\\\l=24 \ ft`

Hence Length of the living room is 24 feet.