Write a function called myCos(x) that accepts an input number x measured in degrees.Therefore, your function needs to first convert a degree to a radian. For example, if x is 67 degrees, x can be converted to a radian as follows: x = 67 # x is 67 degrees. x = x / 180 * math.pi # x is now measured in radian. You can stop your loop after your approximation and math.cos(x)differ less than 1.0e-13. here is the link to the formua http://people.math.sc.edu/girardi/m142/handouts/10sTaylorPolySeries.pdf . please use python 3.0!!!

If you could please use some of the code i've already written that would be very helpful. Also, the output should look idnetical.

Enter a degree: 67 Number of terms: 1 Approximation: 1.0 math.cos (x): 0.39073112848927394 Number of terms: 2 Approximation: 0.31628620128873275 math.cos(x): 0.39073112848927394 Number of terms: 3 Approximation: 0.3941969610467646 math.cos (x): 0.39073112848927394 Number of terms: 4 Approxination: 0.39064571694578826 math.cos (x): 0.39073112848927394 Numder of termJ: 5 Approximation: 0.3907324324670179 math.cos(x): 0.39073112848927394 Number of terms: 6 Approximation: 0.39073111494260837 math.cos (x): 0.39073112848927394 Number of terms: 7 Approxination: 0.390731128591239 math.cos (x) 0.39073112848927394 Number of terms: 8 Approxination: 0.3907311284886922 math.cos (x) 0.39073112848927394 Number of terms: 9 Approximation: 0.39073112848927644 math.cos (x): 0.39073112848927394 cos ( 67.0)-0.39073112848927644 Process finished with exit code 0