Program options: 1. Calculate the volume of a rectangular-based prism. 2. Calculate the volume of a cylinder. 3. Calculate the volume of a cone. 4. Determine which has a greater volume between two prisms/cylinders/cones, given their dimensions. 5. Determine how many times bigger the volume of one prism/cylinder/cone is compared to another, given their dimensions. 6. Given the volume and radius of a cylinder/cone, what is the height? 7. Given the volume and height of a cylinder/cone, what is the radius? 8. By how many cm would you need to increase/decrease the height/radius of cylinder1 in order for it to have the same volume as cylinder2? 9. By how many cm would you need to increase/decrease the height/radius of cone1 in order for it to have the same volume as cone2? 10. By what percent would you need to increase/decrease the height/radius of cylinder1 in order for it to have the same volume as cylinder2? 11. By what percent would you need to increase/decrease the height/radius of cone1 in order for it to have the same volume as cone2?
All by me, very clunky. It works though, if you know exactly what you're asking for.
