Write a C++ program to calculate the cost of producing a number of open-top cylindrical containers. The surface area of a container is the sum of the area of the circular base plus the area of the...



By using C++, please provide the code, pseudocode and screenshot of the program output thanks.


Write a C++ program to calculate the cost of producing a number of open-top cylindrical<br>containers. The surface area of a container is the sum of the area of the circular base plus the area<br>of the outside (the circumference of the base times the height of the container). Your program has<br>to take the radius (in cm) of the base, the height (in cm) of the container, the cost of the material<br>used in making the container (in RM/cm?), and the amount of containers in order to calculate the<br>total cost. Take as 3.142. Below is the formula for calculating the surface area of the cylindrical<br>container:<br>= area of the base + area of the outside<br>= Tr? + 2rh<br>Total surface area<br>where r = radius, h = height of the cylinder<br>Sample output is shown below:<br>Please enter the radius of the cylinder (in cm) : 3.5<br>Please enter the height of the cylinder (in cm) : 12.8<br>Please enter the cost of the material (in RM/cm) : 0.33<br>Please enter the amount of cylinder : 9<br>The total cost for producing 9 containers with 3.50 cm radius<br>and 12.80 cm height is RM 950.44.<br>

Extracted text: Write a C++ program to calculate the cost of producing a number of open-top cylindrical containers. The surface area of a container is the sum of the area of the circular base plus the area of the outside (the circumference of the base times the height of the container). Your program has to take the radius (in cm) of the base, the height (in cm) of the container, the cost of the material used in making the container (in RM/cm?), and the amount of containers in order to calculate the total cost. Take as 3.142. Below is the formula for calculating the surface area of the cylindrical container: = area of the base + area of the outside = Tr? + 2rh Total surface area where r = radius, h = height of the cylinder Sample output is shown below: Please enter the radius of the cylinder (in cm) : 3.5 Please enter the height of the cylinder (in cm) : 12.8 Please enter the cost of the material (in RM/cm) : 0.33 Please enter the amount of cylinder : 9 The total cost for producing 9 containers with 3.50 cm radius and 12.80 cm height is RM 950.44.

Jun 04, 2022
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