Write a program that checks the pressure of soda cans coming from a production line using a function. For each soda, the pressure value must be CLOSE to its ideal value. However, due to manufacturing problems the pressure value from can to can.
First, the program will read the number of cans (numCan) as an int. Then, the ideal pressure value will be given (idealPsi) as a double followed by lower tolerance level (lowerTLevel) as a double and upper tolerance level (upperTLevel) as a double. Lastly, one by one the pressure values for each can will be given as double values.
The program will check the pressure value of each can using a function (isPressureAcceptable) that gets necessary items as parameters and returns a bool value. The main function will print out the index of the “defective items” as int values. An item that is OUTSIDE the tolerance boundary is a “defective item”.
The tolerance boundary can be calculated with the following formulas;
Lower Boundary = idealPsi – (idealPsi * lowerTlLevel)
Upper Boundary = idealPsi + (idealPsi * upperTlLevel)
NOTE: The pressure acceptability check MUST be done in the function and printing the result to the screen MUST be done in the main function.
NOTE: The index number of the first product is 1, NOT 0.
The inputs and outputs should be :
Input;
4 92 0.12 0.2
100 92 200 8
Output;
3 4
Input;
8 55.3 0.04 0.1
55 55.1 58 55.2 55.6 69.8 55 54.9
Output;
6
Input;
6 72 0.2 0
72 70 73 72.1 72 72.01
Output;
3 4 6
