please include all steps necessary for each question

1)

A continuously increasing function that is concave up on the interval [[1, 4] is represented by the table. x) 16 12.39 11.59 4.44 0 Part A: Find the right Riemann sum estimate I: \"HEM using the subintervals given in the table. {10 points) Part E: Find the left Riemann sum estimate of I: again using the suointervals given in the table. {10 points) Part c: Find the trapezoidal estimate of I; \"gm\" using the subintervals given in the table. (15 points) Part D: Determine whether the right Riemann SUITi estimate iS an overestimate or an underestimate, based on the properties Of the function. (5 points) Let there exist an anderivative F such that HI} = I; 94%. Find the 1uralue 0er such that Fix} = 2. Justify your mrk. Part A: Determine if long division will he used for this integration and justify your answer. [5 points} Part E: Simplify the integrand and use a u substitution to rewrite the integral with new limits of integration. {15 points] Part o: Evaluate the integral. Round to the nearest thousandth. [1D points}