Question

Would a field with a width of 75 yards as an area of 7500 square yards be within fifa regulation

Answer 1

we know that

Based on the FIFA rules for international matches,  dimensions of fields are: Length: minimum $100$ m, maximum $110$ m. Width: minimum $64$ m, maximum $75$ m.

we know that

The area of a rectangle is

$A=L*W$

where

L is the length side of the field

W is the width side of the field

In this problem we have

$W=75\ yd\\A=7500\ yd^{2}$

Step $1$

Find the value of L

$A=L*W$

$L=A/W$

substitute the values

$L=7500/75=100\ yd$

Step $2$

Convert yards to meters

we know that

$1 \ yard =0.9144\ meters$

$L=100\ yard=100*0.9144=91.44\ meters$

$W=75\ yard=75*0.9144=68.58\ meters$

Step $3$

Compare the dimensions of the field with the dimensions of FIFA regulation

Length: minimum $100$ m, maximum $110$ m

Length of the field=$91.44\ meters$

The length does not satisfy the measures of the FIFA regulation

because

$91.44\ meters < 100\ meters$

therefore

the answer is

The field does not satisfy the measures of the FIFA regulation

Answer 2

I think it has to be 100 yards