Solve in Python using

from numpy import *

import sympy as sp

1. Given the integral dir : (a) Plot the function on the domain r [1, 3). (b) Recall the Left Endpoint Riemann Sum from 151: I f() dra /(-) b-a n where Ar= and I; = a +i. A.r. This is easy to compute in Python: i. Define a list z from a (inclusive) to b (exclusive) with stepsize Ar (NOTICE this is the only difference between this method and the Right Endpoint method done in the Overview). ii. Define a list y = f(x). iii. Sum the list y and multiply by Ar. Compute the Left Endpoint approximation using n = 100 subintervals. 1. Given the integral dir : (a) Plot the function on the domain r [1, 3). (b) Recall the Left Endpoint Riemann Sum from 151: I f() dra /(-) b-a n where Ar= and I; = a +i. A.r. This is easy to compute in Python: i. Define a list z from a (inclusive) to b (exclusive) with stepsize Ar (NOTICE this is the only difference between this method and the Right Endpoint method done in the Overview). ii. Define a list y = f(x). iii. Sum the list y and multiply by Ar. Compute the Left Endpoint approximation using n = 100 subintervals