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The volume of a cylinder is 48.125 cm3, which is formed by rolling a rectangular paper sheet along the length of the paper. If cuboidal box (without any lid i.e., open at the top) is made from the same sheet of paper by cutting out the square of side 0.5 cm from each of the four corners of the paper sheet, then what is the volume of this box?
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@shubhamsrg
answer is 20 cm^2
For a cylinder: V = (pi)(r^2)h, where r = radius of base and h = height. You know V = 48.125 cm^3, but there are two unknowns, r and h. Is there any more information given? Also, how can the volume of the box be in cm^2? It should be in cm^3.
@shubhamsrg
@hba
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