Mathematics, 14.12.2020 20:50, Coolcatfurzy

A perfect rectangular prism is carved from a solid block of soapstone. It has a length of 12, a width of 10 cm and a height of 6 cm. The carver wants to reduce the volume of the block by 400cm^3 by removing the same amount from all three dimensions. Write a polynomial equation that represents the volume of the block. Calculate algebraically how much the carver should remove from each dimension. V(x)=(12-x)(10-x)(6-x)

Help me, pretty please LOL

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A perfect rectangular prism is carved from a solid block of soapstone. It has a length of 12, a widt...