Visual Studio 2019

C++

3) Calculate the volume of a grain silo as shown below. The silo is made up of 2 sections: a cylindrical section and a conic section. Prompt the user for the radius of the spherical and conic portion(use one variable since both values are the same) and the height of the cylindrical portion and the height of the conic portion(use two variables since both values are different). Calculate volumes of the spherical portion, the conic portion, and the total volume of the bottle. Use the following formulas: Volume of cylinder: Volume of cone: Define PI as a constant using one of the methods mentioned in class. Use the value of 3.14159. Print the individual volumes of the cylinder and conic parts of the silo as well as the total volume of the silo. Print your answers to 3 decimal places. Use datatype double for all variables in this program. Test with values r(cyl and cone) = 13.8 ft, height(cyl) = 30.5 ft, and h(cone) = 5.0 ft. ^ height(co