# Modify the program developed in Problem 14 such that it uses the function developed in Problem 16…

Modify the program developed in Problem 14 such that it uses the function developed in Problem 16 to determine whether the data are in the desired order. If they are not in the desired order, use the function developed in Problem 17 to reorder them.

Problem 14

Write a program that reads the wind-tunnel test data and then allows the user to enter a flight-path angle. If the angle is within the bounds of the data set, the program should then use linear interpolation to compute the corresponding coefficient of lift. (You may need to refer to the section on linear interpolation in Section 2.5.)

Problem 17

Write a function that receives two one-dimensional array that correspond to the flight-path angles and the corresponding coefficients of lift. The function should sort the flight-path angles into ascending order while maintaining the correspondence between the flight-path angles and the corresponding coefficients of lift. Assume that the corresponding function prototype is

Noise Signals. In engineering simulations, we often want to generate a floating-point sequence of values with a specified mean and variance. The function developed in this chapter allows us to generate numbers between limits  and , but it does not allow us to specify the mean and variance. By using results from probability, the following relationships can be derived between the limits of a uniform random sequence and its theoretical mean  and variance :

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