Create a program to calculate the hypotenuse of a right triangle. The values for the sides of the triangle will be input from the keyboard; the hypotenuse will be calculated using the equation c = (a^2+ b^2 ) where c is the length of the hypotenuse; a and b are the length of the two sides. (c is equal to the square root of the sum of a squared and b squared) (Requires the use of the SQRT() and POW() functions.

Draw the flow chart for the program.

Functions required:

Populate a multidimensional array with random number in the range 3 to 19

Array has 4 rows and 3 columns (see table above)

Calculate the length of the hypotenuse

Values should be saved using 3 decimal place precision

Print the results of all tests of a and b

Print the array holding the results

Use column headings for the output display

All values displayed in 3 decimal-place precision

Program execution:

Define the array in main

Keep in mind the results of the calculations could have decimal places

Populate the array as described above but set the element that will contain the hypotenuse to 0 (zero).

Call the print function

Display the results in table format, including appropriate column headings

Use 3 decimal place precision

Call the calculate function

Pass the side a and b values from the array

Populate the appropriate array element with the value returned for the hypotenuse

Call the print function

Display the results in table format, including appropriate column headings

Use 3 decimal place precision

the flow chart for the program. Side A Side B Hypotenuse (Side C)