Computer Science please create a flowchart for the pseudo code! . The cosine of an angle in radians can be approximated using the Maclaurin series. The first four terms of the Maclaurin series are shown below (x is in radians). cos(x) = 1- - + 2! 4! 6!

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Computer Science
please create a flowchart for the pseudo code!
The cosine of an angle in radians can be approximated using the Maclaurin series. The first
four terms of the Maclaurin series are shown below (x is in radians).
cos(x) = 1. - ² +#-*
x6
2!
4!
6!
(a) Create a flow chart and then write a program that will:
Compute the exact value of cosine using VBA's internal library function "cos()"
Approximate the value of the cosine using 2 terms, 3 terms, and 4 terms
Compute the percent error for each of the three approximations using the
formula: Percent error = ABS(exact value-approx value)* 100/(exact value).
Note: SmartArt is a good tool for creating pseudocodes, which will help with creating a
flow chart.
+
Transcribed Image Text:Computer Science please create a flowchart for the pseudo code! The cosine of an angle in radians can be approximated using the Maclaurin series. The first four terms of the Maclaurin series are shown below (x is in radians). cos(x) = 1. - ² +#-* x6 2! 4! 6! (a) Create a flow chart and then write a program that will: Compute the exact value of cosine using VBA's internal library function "cos()" Approximate the value of the cosine using 2 terms, 3 terms, and 4 terms Compute the percent error for each of the three approximations using the formula: Percent error = ABS(exact value-approx value)* 100/(exact value). Note: SmartArt is a good tool for creating pseudocodes, which will help with creating a flow chart. +
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