HOMEWORK 6: The tank in a water tower has the geometry shown in the figure below (the lower part is a cylinder and the upper part is an inverted frustum cone). Inside the tank there is a float that indicates the level of the water. Write a code that determines the volume of the water in the tank from the position (height h) of the float. The input of the function is the value of h in meter, and the output is the volume of the water in m?. diameter 46 m 14 m 19 m diameter 25 m 1 Vrustum cone ="(h – 19) × (12.5² + 12.5 × m + r}) Veytinder = × 12.5² × 19 10.5 (h – 19) Th = 12.5 + 14

HOMEWORK 6: The tank in a water tower has the geometry shown in the figure below (the lower part is a cylinder and the upper part is an inverted frustum cone). Inside the tank there is a float that indicates the level of the water. Write a code that determines the volume of the water in the tank from the position (height h) of the float. The input of the function is the value of h in meter, and the output is the volume of the water in m?. diameter 46 m 14 m 19 m diameter 25 m 1 Vrustum cone ="(h – 19) × (12.5² + 12.5 × m + r}) Veytinder = × 12.5² × 19 10.5 (h – 19) Th = 12.5 + 14

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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