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An antiderivative of F(x) = 0 is Select one: O a. 22 O b. -7 O c. 205 O d. 3x O e. x +

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An antiderivative of F(x) = 0 is Select one: O a. 22 O b. -7 O c. 205 O d. 3x O e. x + C where C is a constantFor this question, as long as you answer it, you will receive a mark; however, we ask that you answer honestly as we will be using the results to make improvements to our math courses. Your response will in no way affect your grade in the course. Thank you for your cooperation. In eclass, there is a section entitled "Weekly Content, Learning Objectives and Additional Problems" where weekly pdfs are provided which contain: (i) weekly learning objectives, (ii) outlines content that is taught each week and (iii) additional problems. Please select the answer that best describes how you feel such pdfs could be used in your future math courses. Select one: 0 a. don't know what these pdfs are. 0 b. wish more math courses would have something like this. 0 c. wish more math courses would have something like this, but that the pdfs overlapped exactly with the lecture notes. 0 d. don't think more math courses need to have something like this. 0 e. am not sure. 0 f. prefer not to answer. Q 9. am fine either way; that is, fine if more math courses have something like this, but also fine if they do not. O h. wish more math courses would have something like this, but that the pdfs were shorter and do not overlap with the lecture notes. What are all the numbers of a for which f" (a) 0 Od. x>1 Oe. x =0 Of. x=1 Og. x 0 is Select one: O a. p(t) = 40t2 assuming p(0) = 10. O b. p(t) = 80t assuming p(0) = 20. O c. p(t) = 40t2 assuming p(0) = 0. O d. p(t) = 80t assuming p(0) = 10. O e. p(t) = 80t assuming p(0) = 0.Suppose f(1) = 1, f'(1) = 2, f(2) = 1, f'(2) = 7, and g(1) = 3, g'(1) = 6, 9(2) = 1,g'(2) = 9. If S(ac) = g(f(ac)), find the value of S' (1). Answer:In the event of a verified violation of academic honesty, the student's parents will be immediately notified. 0 True 0 False

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