Question: The trigonometric functions sin and cos can be approximated using power series expansions. These expansions are accurate over a limited range with increasing error as

 The trigonometric functions sin and cos can be approximated using power

The trigonometric functions sin and cos can be approximated using power series expansions. These expansions are accurate over a limited range with increasing error as the input moves away from zero. The series for cosine is: cos(x) = 1 2! 6! (21)! Write both C and Matlab scripts that accept inputs for the value ofr and the number of terms in the series and then prints the value of cos(x). You may use one of your factorial methods generated in the problem above. Note that 13! produces a value beyond INT_MAX. First solve this problem using a for or while loop. Then solve it using recursion. These methods may be included in a single script. Print both outputs

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