Asked by Faith
If the length of each side of a square is increased by 3 cm, the perimeter of the new
square is 40 more than twice the length of each side of the original square. Find the
dimensions of the original square.
square is 40 more than twice the length of each side of the original square. Find the
dimensions of the original square.
Answers
Answered by
Reiny
Side of original square ---- x cm
perimeter = 4x
side of new square = x+3
New perimeter = .....
translate: "the perimeter of the new
square is 40 more than twice the length of each side of the original square"
---> new perimeter you found above = 2x + 40
solve for x
perimeter = 4x
side of new square = x+3
New perimeter = .....
translate: "the perimeter of the new
square is 40 more than twice the length of each side of the original square"
---> new perimeter you found above = 2x + 40
solve for x
Answered by
Faith
so what would I set this to?
2x+40 equals what?
2x+40 equals what?
Answered by
Faith
is the ultimate answer
side=6.5
perimeter=26?
side=6.5
perimeter=26?
Answered by
Reiny
I had assumed you found the new perimeter to be
4(x+3)
= 4x + 12
so 4x + 12 = 2x+40
I had formed that equation for you, no solve it.
4(x+3)
= 4x + 12
so 4x + 12 = 2x+40
I had formed that equation for you, no solve it.
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