SOLUTION: My question is: Concrete contracts as it dries. If the volume of a cube-shaped concrete block is 29 cm^3 less and each edge is 0.10 cm less after drying, what is the original le

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Question 899331: My question is:
Concrete contracts as it dries. If the volume of a cube-shaped concrete block is 29 cm^3 less and each edge is 0.10 cm less after drying, what is the original length of an edge of the block?
I have tried making an equation to solve and it ended up looking like this: 'Let the side of the cube before it contracts = s'
+%28s%2B0.10%29%5E3=s%5E3%2B29+cm%5E3+
But, as you can probably tell this got me nowhere fast.
Thank you for your help!

Answer by MathTherapy(10552) About Me  (Show Source):
You can put this solution on YOUR website!
My question is:
Concrete contracts as it dries. If the volume of a cube-shaped concrete block is 29 cm^3 less and each edge is 0.10 cm less after drying, what is the original length of an edge of the block?
I have tried making an equation to solve and it ended up looking like this: 'Let the side of the cube before it contracts = s'
+%28s%2B0.10%29%5E3=s%5E3%2B29+cm%5E3+
But, as you can probably tell this got me nowhere fast.
Thank you for your help!

Let the length of each edge, before drying, be S
Then: S%5E3+-+29+=+%28S+-+.1%29%5E3
Subsequently, before drying, each edge has a value of: highlight_green%28S+=+9.8819%29 cm