The purpose of this question is to write a proram that computes the approximate value of e-x, where x is a real number, to any number of decimal places using the series in the equation given below. e-x2 = 1-x2 + Add terms to the sum of the series as long as the value of the current term is greater than 0. Count the number of terms in the series. Your program must input the value of the number of decimal places and the value of x. Both of these must be integers. There must NOT be any floats in the summation of the series! Compute the value of e-x, using Python's exp function and display the value to 14 decimal places using exponential format. Display the approximate value of e-, which is the sum of the series, so that it looks likea real number (contains a decimal point). Display the number of terms in the series as an integer using the appropriate format code. For 50 decimal places and x 2 the input to and the output from the program must be similar to the following: Calculate e(-x*2) given the number of decimal places and the value of Enter the number of decimal places: 5e Enter the value of x: 2 Python's values of eA-4 is: 0.018315638888734 The approximate value of e-4 is: 0.01831563888873418029371802127324124221191286755347 The number of terms in the series is 68