4.1 Write a MATLAB code to calculate the Taylor series by: 00 sin(x)= (-1)*r2+ Σ k=0 (2k +1)! Write a user-defined function file that calculates sin(x) by using the Taylor series. For the function name and arguments use y = Tsin(x, n). The input arguments are the angle x in degrees and n the number of terms in the series. Note that you need to first convert X in degrees to radians. Test your function to calculate sin(150°) using three and seven terms (i.e., n = 3 and n = 7). Answer: Function File: Testing Result:

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4.1 Write a MATLAB code to calculate the Taylor series by:
sin(x) =
(−1)* x²+1
Se
k=0 (2k +1)!
Write a user-defined function file that calculates sin(x) by using the Taylor series. For the function
name and arguments use y = Tsin(x, n). The input arguments are the angle x in degrees and n the
number of terms in the series. Note that you need to first convert x in degrees to radians. Test your
function to calculate sin(150°) using three and seven terms (i.e., n = 3 and n = 7).
Answer:
Function File:
Testing Result:
Transcribed Image Text:4.1 Write a MATLAB code to calculate the Taylor series by: sin(x) = (−1)* x²+1 Se k=0 (2k +1)! Write a user-defined function file that calculates sin(x) by using the Taylor series. For the function name and arguments use y = Tsin(x, n). The input arguments are the angle x in degrees and n the number of terms in the series. Note that you need to first convert x in degrees to radians. Test your function to calculate sin(150°) using three and seven terms (i.e., n = 3 and n = 7). Answer: Function File: Testing Result:
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