Question

The floor of a concert venue is 100 3/4 feet by 75 1/2 feet. what is the area of the floor?

Answer 1

we know that

the area of the floor is equal to the area of a rectangle

so

Area of the floor$=L*W$

where

L is the length side of the floor

W is the width side of the floor

$L=100\frac{3}{4} ft\\\\ L=(100*4+3)/4\\\\ L=\frac{403}{4} ft$

$W=75\frac{1}{2} ft\\\\ W=(75*2+1)/2\\\\ W=\frac{151}{2} ft$

Area of the floor$=\frac{403}{4} *\frac{151}{2}$

Area of the floor$= \frac{60,853}{8}$

Area of the floor=$7,606.625$ ft²

therefore

the answer is

the area of the floor is $7,606.625$ ft²

Answer 2

$Area\ =100\frac{3}{4}*75\frac{1}{2}=100.75*75.5=7606.625\\\\ Area\ is\ equal\ to\ 7606.625feet^2.$