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A construction company was contracted to build a cylindrical storage tank with a diameter of 48 feet and height of 25 feet. Just before construction was to begin, it was learned that a new law allows tanks to be a maximum of 9 feet in height. If the tank is redesigned to meet the law, but has the same volume, what is its new diameter?
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|dw:1406040398478:dw| volume = \[\Pi r ^{2} \times h\] as both volume same so \[\Pi 24^{2}\times25 = \Pi r ^{2}\times9\] r=40
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