Asked by John
If the size of a rectangle's area is twice as large as the size of it's perimeter, and the length of one of its sides is 4.5, what is the length of the other side?
Answers
Answered by
Reiny
one side --- 4.5
other side ---- x
area = 4.5x
perimeter = 2x + 9
translate " size of a rectangle's area is twice as large as the size of it's perimeter " into
4.5x = 2(2x+9)
4.5x = 4x + 18
.5x = 18
x = 36
the other side is 36
check:
area = 4.5(36) = 162
perimeter = 2(4.5+36) = 81
is 162 twice 81 ??? Sure is !
other side ---- x
area = 4.5x
perimeter = 2x + 9
translate " size of a rectangle's area is twice as large as the size of it's perimeter " into
4.5x = 2(2x+9)
4.5x = 4x + 18
.5x = 18
x = 36
the other side is 36
check:
area = 4.5(36) = 162
perimeter = 2(4.5+36) = 81
is 162 twice 81 ??? Sure is !
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