While at the mail. you ran into your old friend, Tom, who is also taking a calculus course. What a coincidence. Tom is bragging about his integration skills and his scores on calculus tests. After exchanging email addresses. you say your goodbyes. Su bj ect: lntegrati on Hi. Great to see you. I'm working on my calculus homework and trying to solve these integrals [ags + made fv5+e3d Issue) mews I dis 1 1/5 They are kind of tricky] I'm not sure you can solve these! Tom Now you had enough of Tom and his bragging ways. You decide to reply to Tom and show him two different ways each of the integrals can be solved! And furthermore. you're going to show him all your work. Show two different methods of integration for each of the integrals in Tom's email. Define the methods used for each solution. Provide detailed narrative support while showing your work. Verify that the solutions result in the same answer (algebraic manipulation may be required}. Type or paste your work below or upload your work to the Graded Activities panel on the lefthand side of the screen. Be sure to submit the le for grading. BIQX'X; 15px vlgvgvlisaezzgasrjav Characters used: 0 I 15000 Part A When you calculated the integral for fx(x3 + 1) de, was one method better than the other? Explain. BIUXX , 15px v Characters used: 0 / 15000 Part B When you calculated the integral for fev5 + edx, was one method better than the other? Explain. BIUXX , 15px v AVAEE EBBEDVB Characters used: 0 / 15000 Part C When you calculated the integral for J sin ($) cos ($)dx, was one method better than the other? Explain. BIUX X 2 15 px Characters used: 0 / 15000Part B When you calculated the integral for I: :3T was one method better than the other? Explain. Characters used: 0 15000