Test Minimum/Maximum Problems 1. A conical tank has diameter that is 40 cm and a height that is 1000 cm. Syrup flows into the tank at a rate of 10em /s. a. Find the volume V of the syrup in the tank as a function of the height h of the syrup. b. Represent h as a function of time t that the syrup has been flowing into the empty tank. c. Find the height of the syrup in the tank at 15 seconds. Round your answer to the nearest cm. 40CM 10 cm / s V = Zhurz 1000 cm a