Question 4: Funception Write a function (funception) that takes in another function func_a and a number start and returns a one-argument function ( func_b) that takes in the stop value. func_b should take the following into consideration the following in order: 1. Take in the stop value. 2. If the value of start is less than 0 , return immediately with no output. 3. If the value of start is greater than stop, apply func_a on start and return the result. 4. If not, apply func_a on all the numbers from start (inclusive) up to stop (exclusive) and return the product. def funception (func_a, start): "in. Takes in a function (function A) and a star Returns a function (function B) that will find function A applied to the range of numbers from start (inclusive) to stop (exclusive) >> def func_a(num): return num +1 func_b1 = funception (func_a, 3) func_b1(2) 4 func_b2 = funception(func_a, -2) func_b2(-3) func_b3 = funception(func_a, -1) func_b3(4) func_b4 = funception(func_a, 0) func_b4(3) 6 func_b5 = funception(func_a, 1) > func_b5(4) 24 YOUR CODE HERE ***