Objectives To apply Practical Programming's function design recipe (FDR) to develop simple functions Overview In this lab, you will write code "all by yourself The exercises are short and there are only two of them. Yet, you may find yourself lost for a while because you must first interpret the problem and then make the decisions on your own regarding how to proceed. Be patient with yourself. Before you throw your computer out the window and drop out of engineering - review previous examples in the textbook, lectures, and previous labs to help yourself. In teacher-talk, we are asking you to apply your knowledge. Hopefully, you will come to appreciate the power of the FDR as a methodical way of solving programming problems, not simply a documentation chore. All the code for all the following exercises should be placed in the same file using the same layout described previously import, functions, main script). For this lab (and all subsequent work in this course) funcnon headers must contain a docstring and Dpe annotations, as described in the lectures on the Function Design Recipe Begin by creating a new file within Wing 101. Save it as lab5.py Exercise 1 The volume of a spherical segment can be calculated by the following function: th, R,R, f(h, R., R, D:f(h, R1, R2) = (Varh(3R3 + BR$ + ?? where h is the height of the spherical segment, R, is the radius of the base circle of the segment, and R2 is the radius of the top circle of the segment. Using the FDR, design and implement a function to calculate the volume of a spherical segment The only limits that you have to follow are those made to help marking easier The name of your function must be: volumespherical segment Function takes three integers parameters which are height (h) the radius of the base circle of the segment (R1), and the radius of the top circle of the segment (R2) (e. height(h)is 1, Riis 2, and R2 is 4). Function returns the volume of a spherical segment o