AP Calculus – Across and Down Clue Set: #9 Topic: Motion w/derivatives, Mean-Value Theorem Only digits (0 – 9) and negative signs are allowed
AP Calculus – Across and Down Clue Set: #7 Topic: Derivatives –Derivatives of Inverses, Linear Approximation Only digits (0 – 9) and negative signs are
These sample exam questions were originally included in the AP Calculus AB and AP Calculus BC Curriculum Framework, published in fall 2014 The AP Calculus AB
AP® CALCULUS AB 2016 SCORING GUIDELINES a particle moves along the x-axis The particle is slowing down since the velocity and
for the exam, Peterson's Master AP Calculus AB BC will help you develop a 9 flip upside down, or (more mathematically) reflect across the x-axis
This AP Calculus AB Practice Exam is provided by the College Board for AP Exam parents, 23,000 high schools, and 3,500 colleges through major programs
Additional calculus topics will be introduced after the AP exam Throughout the year students are given examples of AP Free Response questions in the
on was collected through an online survey in which both high school teachers and college professors who serve as AP Calculus exam readers voluntarily
fair and that there is an appropriate spread of difficulty across the questions Throughout AP course and exam development, the College Board gathers
www.MasterMathMentor.com Illegal to Post on Internet - 7 - AP Calculus - Across and Down Clue Set: #7 Topic: Derivatives -Derivatives of Inverses, Linear Approximation Only digits (0 - 9) and negative signs are allowed. If an answer is an integer, use leading zeros to make the answer fit. (Ex: If 4 digits are required and your answer is 46,enter 0046.) If an answer has decimal places, the decimal point is dropped and trailing zeros are used to make the answer fit to the required number of decimal places which is specified in the problem. (Ex: If 2 decimal places are required and your answer is 12.4682, round to 12.47 and enter 1247. If one decimal place is required and your answer is 15, write 15.0 and enter 150. If one decimal place is required and your answer is 0.5, wrote 05.) Across A9. If fx()=sin2x, find the linear approximation for fπ+0.075() using the tangent line to f at x = π. A24. The function f is differentiable for all real numbers. The table to the right gives values of the function and its derivatives at x = -2 and x = 4. If f-1 is the inverse function of f, and y=xf-1x(), find dydx at x = -2. Down D27. (Gr. Calc.) If fx()=x20+sin2x10 and gx()=f-1x(), find ′g0.3() accurate to one decimal place. D51. For the function f, f10()=-54 and ′fx()=18-4x. What is the approximation for f9.98() found by using the tangent line to the graph of f at x = 10? (2 decimal place accuracy) D60. (Sci. Calc.) If fx()=2-3x()3, find the positive difference between f2() and the approximation to f2.04()using the linear approximation to f at x =2 (one decimal place). xfx()′fx()-23-134-2-27