![]() Released Multiple Choice Exams: 1997 Multiple Choice, 1998 Multiple Choice , 2003 Multiple Choice, 2008 Multiple Choice, 2012 Multiple Choice ![]() 05/01: Last tips for AP Exam, 2003 Multiple Choice Answers , 1998 Multiple Choice Answers , 1997 Multiple Choice Answers, 2010 FR Key , 2011 FR KeyĪnswer Keys to Released Exams Multiple Choice Sections and all Free Response Sections,Ġ4/28: Exam 1 Part II (calculator mc and fr) ** From this point on all homework will be renamed classwork and must be completed in class. 05/10-05/12, 05/15and 05/16: Work on Recipe Project, Recipe Project, Recipe Project Rubric , Recipe Project ExamplesĠ5/09: Chocolate chip recipe Integral activity 05/17, 05/18: Integration by Parts , Integration by Parts Video , Notes 05-17 Videos for Integration by Partial Fraction Decomposition ProjectĠ5/19-05/24: Integration by Parts Project Indicate units of measure in both answers.05/25-06/08: Math Song Guidelines , Math Song Rubric , OR Integration by Partial Fraction Decomposition Project PROJECTS ARE DUE 06/08 by end of class Explain the meaning of 1/b ∫R(t) dt in terms of fuel consumption for the plane. (d) For 0 < b ≤ 90 minutes, explain the meaning of ∫R(t)dt in terms of fuel consumpfion for the plane. Is this numerical approximation less than the value of ∫R9(t)dt? Explain your reasoning. ![]() (c) Approximate the value of ∫R(t) dt using a left Riemann sum with the five subintervals indicated by the data in the table. What is the value of R"(45) ? Explain your reasoning. (b) The rate of fuel consumption is increasing fastest at time t = 45 minutes. ![]() Show the computations that lead to your answer. (a) Use data from the table to find an approximation for R’(45). The graph of R and a table of selected values of R(t), for the time interval 0 ≤ t ≤ 90 minutes, are shown above. The rate of fuel consumption, in gallons per minute, recorded during an airplane flight is given by a twice- differentiable and strictly increasing function R of time t. AP Calculus AB 2003 Free Response Question 3ģ. ![]()
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