The length of a playground = 106 meters
Further explanation
The playground is a rectangular shape. There are several properties possessed by rectangular shapes, namely:
-
- each angle is equal and is a right angle
- 2. the diagonals intersect and divide each other equally
- 3. sides facing the same length
There are two rectangular shapes namely square and rectangle
Square if all sides are the same length
The formula used in rectangular is:
Rectangle
\(\large{\boxed{\bold{Area=w\:\times\:l}}}\)
w = width
l = length
Square
\(\large{\boxed{\bold{area=a^2}}}\)
a = length of side
Rectangle
\(\large{\boxed{\bold{perimeter=2\times(w+l)}}}\)
w = width
l = length
Square
\(\large{\boxed{\bold{perimeter=4\times\:a}}}\)
a = length of side
A rectangular playground has an area of 3,392 square meters
\(A=3,392\:m^2\)
\(\large{\boxed{\bold{Area=w\:\times\:l}}}\)
\(3,392\:m^2=32\:meters\times\:l\)
\(\displaystyle l=\frac{3,392}{32}\)
\(\boxed{\bold{l=106\:meters}}\)
Learn more
The ratio of the perimeters
brainly.com/question/2142493
The coordinates of the vertices of a rectangle
brainly.com/question/11637180
Solve the equation for w
brainly.com/question/128917
