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4. Applications of Derivatives
4. Applications of Derivatives / Differentials / Problem 9
Problem 9

A cylindrical water tank with a fixed radius of 10 cm10\(\text{ cm}\) is being drained. Calculate the change in the water volume when the water level decreases from 30 cm30\(\text{ cm}\) to 29.5 cm29.5\(\text{ cm}\). Use the formula for the volume of a cylinder, V(h)=πr2hV\(\left\)(h\(\right\))=\(\pi\) r^2h.