Answer :
x = 75% * y
Where 'x' is the single tennis court width, and 'y' is the doubles tennis court width.
Plug in what we know:
27 = 75% * y
75% = 0.75
27 = 0.75 * y
27 = 0.75y
Divide 0.75 to both sides:
y = 36
So the doubles court is 36 feet wide.
Where 'x' is the single tennis court width, and 'y' is the doubles tennis court width.
Plug in what we know:
27 = 75% * y
75% = 0.75
27 = 0.75 * y
27 = 0.75y
Divide 0.75 to both sides:
y = 36
So the doubles court is 36 feet wide.
So,
The single tennis court is three-fourths the width of the double tennis court.
The singles tennis court is 27 ft. wide.
Multiply 27 by the reciprocal of three-fourths.
[tex]27 * \frac{4}{3} = \frac{108}{3}\ or\ 36 ft.[/tex]
The doubles tennis court is 36 ft. wide.
The single tennis court is three-fourths the width of the double tennis court.
The singles tennis court is 27 ft. wide.
Multiply 27 by the reciprocal of three-fourths.
[tex]27 * \frac{4}{3} = \frac{108}{3}\ or\ 36 ft.[/tex]
The doubles tennis court is 36 ft. wide.
