Chapter 2, Problem 27P

As depicted in Fig. P2.27, a water tank consists of a cylinder topped by the frustum of a cone. Develop a well-structured function in the high-level language or macro language of your choice to compute the volume given the water level $h\left(\text{m}\right)$ above the tank's bottom. Design the function so that it returns a value of zero for negative h's greater than the tank's maximum depth. Given the following parameters. $H_1=10\text{m,}{r}_1=4\text{ m, }{H}_2=5\text{ m}$, and $r_2=6.5$ m, test your function by using it to compute the volumes and generate a graph of the volume as a function of level from $h=-1$ to 16 m.

FIGURE P2.27