The previous program runs just fine when 0 = 1.7 it fails to run properly. You can detect this in different ways. One of them is that the differential value becomes negative. This means that the growing sum has become larger than FLT_EPSILON. Since this particular Taylor Series converges to the actual value from below, this should never happen. Please write a brief report that answers the following questions: 1) What's going on? Why does the program fail to run when x >= 1.7? 2) How did you locate the problem? What steps did you take? 3) How can it be fixed? Please include a new version of the program that fixes the problem and will run for larger values of x. After the fix, how many terms are required for convergence when x = 2.0? x=5.0? x=10.0? Write five true false and five multiple choice questions on the Functions slide set. The answers should be provided as well. These should be submitted as a Word or text file, although Word is preferred. (PDF is not acceptable here, since we many need to modify the questions.) Your file should be submitted on eLearning with the rest of your work for this assignment. Problem 1 will be graded as 75% of the total, where 50% is allocated to the initial program and 25% is allocated to the solution of the above described problem. Problem 2 will be graded as 25% of the total. The previous program runs just fine when 0 = 1.7 it fails to run properly. You can detect this in different ways. One of them is that the differential value becomes negative. This means that the growing sum has become larger than FLT_EPSILON. Since this particular Taylor Series converges to the actual value from below, this should never happen. Please write a brief report that answers the following questions: 1) What's going on? Why does the program fail to run when x >= 1.7? 2) How did you locate the problem? What steps did you take? 3) How can it be fixed? Please include a new version of the program that fixes the problem and will run for larger values of x. After the fix, how many terms are required for convergence when x = 2.0? x=5.0? x=10.0? Write five true false and five multiple choice questions on the Functions slide set. The answers should be provided as well. These should be submitted as a Word or text file, although Word is preferred. (PDF is not acceptable here, since we many need to modify the questions.) Your file should be submitted on eLearning with the rest of your work for this assignment. Problem 1 will be graded as 75% of the total, where 50% is allocated to the initial program and 25% is allocated to the solution of the above described problem. Problem 2 will be graded as 25% of the total