Question 2 (150 points) Design a well-documented, Python function mySin(x, N) to implement the following infinite series for the sine sin(x). 21-1 sinx) (2n 1)! The term N, in your Python function determines how many of the terms of the infinite series to use as an approximation to the sine function. You can import the math library for the factorial function that is present in the denominator of the expression. Use your Python function for the factorial function in Problem 1 for implementing the function in series. Design a well-documented, Python function main( to determine how many terms N are required in your Pythorn function mySin(r, N) to be within 10-12 of the true value of sin)Again, you may import the math library to evaluate both and sin()