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23 Jul 2018
From a 15 inch by 15 inch piece of cardboard, four congruent squares are to be cut out, one at each comer. The remaining cross-like piece is then to be folded into an open-topped box, What size squares should be cut out to maximize the volume of the resulting box? 15 in 15 in
From a 15 inch by 15 inch piece of cardboard, four congruent squares are to be cut out, one at each comer. The remaining cross-like piece is then to be folded into an open-topped box, What size squares should be cut out to maximize the volume of the resulting box? 15 in 15 in
Collen VonLv2
23 Jul 2018
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