Corners are cut from a 30 cm by 20 cm piece of cardboard. The volume is V(x) = x(30 – 2x)(20 – 2x) with height x
When square corners of side x cm are cut from a 30 cm by 20 cm piece of cardboard, the length and the width of the remaining piece of cardboard are 30-2x cm and 20-2x cm respectively.
Now, if the sides of the piece of cardboard are folded to form an open box, the height of the box will be x cm.
The volume of the box will be V(x) = height*length*width = x(30-2x)(20-2x) cu. cm.
NOTE:
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