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(Solved): The volume of any cylinder can be calculated using the following formula: \[ \text { volume }=\pi^{ ...




The volume of any cylinder can be calculated using the following formula:
\[
\text { volume }=\pi^{*} \text { radius }^{2} \t
The volume of any cylinder can be calculated using the following formula: \[ \text { volume }=\pi^{*} \text { radius }^{2} \text {. height } \] Write a program which asks the user to enter the radius and height of a cylinder. If the radius and the height are both greater than 0 , calculate the volume of the cylinder and print "value is the volume of the cylinder" where value is the calculated volume of the cylinder. Otherwise, print "The radius and height of a cylinder must both be positive values." Remember to include a comment at the start of the program. (Hint: The value of \( \pi \) is approx. 3.1416)


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Step 1 algorithm:- read value of r and h. if r>0 && h>0 v=3.1416*r*r*h display v else display “The radius and height of the cylinder must both be posi
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