Can someone help with this question?? The code must be in Python!

This question deals with the first derivative of a function f(x) on the real numbers. Recall that f (a+h)-f(a) and so for small values of h, we can expect that f, (a) is close to limh-W-(a+n) if this limit exists. Another way to express this is as follows: if the function f is differentiable at a thein ,(a) = lim fig +1)-f(a) since as n 00, (1) 0. So, for large enough values of n, this quotient should also be close to f' (a) (a) Produce a function derivative-quotient that has three arguments f, a, h where f is a function from float to float, a is a number, and h is a number, with default value 1e-4. derivative.quotient (f, a, h) should return the number f (a +h) - f(a) This question deals with the first derivative of a function f(x) on the real numbers. Recall that f (a+h)-f(a) and so for small values of h, we can expect that f, (a) is close to limh-W-(a+n) if this limit exists. Another way to express this is as follows: if the function f is differentiable at a thein ,(a) = lim fig +1)-f(a) since as n 00, (1) 0. So, for large enough values of n, this quotient should also be close to f' (a) (a) Produce a function derivative-quotient that has three arguments f, a, h where f is a function from float to float, a is a number, and h is a number, with default value 1e-4. derivative.quotient (f, a, h) should return the number f (a +h) - f(a)