The function code below is an incomplete solution to a probl…
The function code below is an incomplete solution to a problem that estimates the area under the curve for a lambda function f passed as input that accepts an x value as input and returns a y value. The xs and xe define the start and end of the range used for calculating the area. Accordingly, n is the number of rectangles used to estimate the area over the range. The code shown must be complete to answer the problem below. The solution is incomplete because there is a blank that needs to be filled. import numpy as npdef areaUnderCurve(f, xs, xe, n): w = (xe – xs) / (n – 1) xV = np.linspace(xs, xe, n) yV = f(xV) fA = yV * w # full rectangle areas adjArea = np.sum(fA) – (fA / 2.0) – (fA / 2.0) return float(adjArea) Based on the information provided, what must replace the blank to make the function work as expected? Please note that length of the blank space is unrelated to the length of the answer.