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E. Taylor series expansion for sin x is as follows: x3 sin x = x- 3! 5 7 +. 7! x2-1 +(-1)-1, ... (2n 1)!
E. Taylor series expansion for sin x is as follows: x3 sin x = x- 3! 5 7 +. 7! x2-1 +(-1)"-1, ... (2n 1)! 5! 9! Define a vector x which has 50 linearly spaced values between -7 and r. Define a variable y as sine values of x, calculated using Taylor series given above for 3 terms. Use for loop to accomplish the task. Use MATLAB's built-in sin (x) function to calculate sine values of same x vector and store them in variables called z. Create a set line plots comparing sine values for calculated using Taylor series and built-in function value. Label x-axis and y- axis properly and use legend to represent your plots. Run the same problem with 5 terms of Taylor series. [20 points] Hint: You will have two figures from this problem and each of the plots will have 2 line plots. Since x is a vector, Taylor series evaluation would require element wise operator (.^). In your report, showing code for only one run is sufficient
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