I need help in writing a python program for the following problem

Consider the integral 1 = sina /100x dx a) Write a program that uses the adaptive trapezoidal rule method using the given equation to calculate the value of this integral to an approximate accuracy of = 106 i.e., correct to six digits after the decimal point). Start with one single integration slice and work up from there to two, four, eight, and so forth. Have your program print out the number of slices, its estimate of the integral, and its estimate of the error on the integral, for each value of the number of slices N, until the target accuracy is reached. (Hint: You should find the result is around / = 0.45.) Equation of finding error: = { (12 11) Adaptive trapezoidal rule method: N-1 l; = 5 x1-1 +hi) f(a+kh) koda 1