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CalculusEasyApplications of Integration

Applications of Integration · Easy problem

A candle mold is formed by revolving the region under y=4−x2y=4-x^2 for 0≤x≤20\le x\le2 (cm) about the yy-axis, using the shell method. A wax-pouring machine fills molds at a rate of 20 cm320\text{ cm}^3 per minute. Find the EXACT time (in minutes) needed to fill one mold.