Create a program called "Geometry" Prompt the user for a small decimal number. Prompt the user for a large decimal number. Using those numbers as lower and upper bounds, randomly generate a decimal value between the two. Using the randomly generated number, calculate the VOLUME of a sphere if it were to have that size radius. Output the radius as well as the volume back to the user.

In Python:

import random

small = float(input("Small: "))

large = float(input("Large: "))

radius = round(random.uniform(small, large),2)

volume = round(4/3 * 22/7 * radius* radius* radius,2)

print("Radius: "+str(radius))

print("Volume: "+str(volume))

Explanation:

This imports the random module

import random

The next two lunes prompt the user for small and large decimal number

small = float(input("Small: "))

large = float(input("Large: "))

This generates the radius

radius = round(random.uniform(small, large),2)

This calculates the volume

volume = round(4/3 * 22/7 * radius* radius* radius,2)

This prints the generated radius

print("Radius: "+str(radius))

This prints the calculated volume

print("Volume: "+str(volume))

Note that, the radius and the volume were approximated to 2 decimal places. Though, it wasn't stated as part of the program requirement; but it is a good practice.

answer; ron will have to compare ( b3: b4); /// good luck

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