Write a program named dome.cpp that prompts the user to enter the radius, height of a dome, then computes and outputs its volume. You need a mathematics equation to compute the volume as shown below: 2 Volume = ar + ar²h Where a = 3.14159, r=radius, h=height of the dome. h Sample Output : Enter the radius of a dome: 3 Enter the height of a dome: 8 The volume of the dome: 282.743 Write a program named plusone.cpp that extends dome.cpp by adding 1 to the radius and the height of the dome, then compute and output the volume of the new dome as well as the difference between the volume of the new and old one. Bonus Sample Output : Enter the radius of a dome: 3 Enter the height of a dome: 8 The volume of the dome: 282.743 The volume of the new dome: 586.43 The new dome has 303. 687 more volume than the old dome.

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
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Write a program named dome.cpp that prompts the user to enter the radius, height of a dome,
then computes and outputs its volume. You need a mathematics equation to compute the volume
as shown below:
2
Volume = ar3 + ar?h
Where a= 3.14159, r=radius, h height of the dome.
Sample Output :
Enter the radius of a dome: 3
Enter the height of a dome: 8
The volume of the dome: 282.743
Write a program named plusone.cpp that extends dome.cpp by adding 1 to the radius and
the height of the dome, then compute and output the volume of the new dome as well as the
difference between the volume of the new and old one.
Bonus Sample Output :
Enter the radius of a dome: 3
Enter the height of a dome: 8
The volume of the dome: 282.743
The volume of the new dome: 586.43
The new dome has 303.687 more volume than the old dome.
Transcribed Image Text:Write a program named dome.cpp that prompts the user to enter the radius, height of a dome, then computes and outputs its volume. You need a mathematics equation to compute the volume as shown below: 2 Volume = ar3 + ar?h Where a= 3.14159, r=radius, h height of the dome. Sample Output : Enter the radius of a dome: 3 Enter the height of a dome: 8 The volume of the dome: 282.743 Write a program named plusone.cpp that extends dome.cpp by adding 1 to the radius and the height of the dome, then compute and output the volume of the new dome as well as the difference between the volume of the new and old one. Bonus Sample Output : Enter the radius of a dome: 3 Enter the height of a dome: 8 The volume of the dome: 282.743 The volume of the new dome: 586.43 The new dome has 303.687 more volume than the old dome.
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