A rectangular rug is 12.5 feet long and 10 feet wide. The rug needs to be reduced by a factor of es026-1.jpg to be placed near a door. What is the area of the reduced rug in square feet?

5 (if its on edgenuity I feel you)

DeMarcus/Keon/Lenord/nazir/Jalen -- you must be suffering a major identity crisis today.

Please use the same name for your posts.

5 ft square

answer:5

also yes im a guy

Thank you so much! ;)

Also the answer is 5 if you are doing Edgenuity. Hope this helps!

you guy rock

To find the area of the reduced rug, we need to calculate the new length and width of the rug after reducing it by the given factor.

The given factor, es026-1.jpg, represents the reduction percentage. To find the new dimensions, we need to subtract this percentage from 100% and calculate the reduced value.

Step 1: Calculate the reduction factor:
Reduction factor = 100% - es026-1.jpg = 100% - (es026-1.jpg/100)

Step 2: Calculate the new length of the rug:
New length = Old length × (Reduction factor/100)
= 12.5 feet × (Reduction factor/100)

Step 3: Calculate the new width of the rug:
New width = Old width × (Reduction factor/100)
= 10 feet × (Reduction factor/100)

Step 4: Calculate the area of the reduced rug:
Area = New length × New width

Now, let's substitute the values and calculate the area.

Area = (12.5 feet × (100% - es026-1.jpg)/100) × (10 feet × (100% - es026-1.jpg)/100)

The result will give us the area of the reduced rug in square feet.