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  1. The sample exam questions illustrate the relationship between the curriculum framework and the redesigned AP Calculus AB Exam and AP Calculus BC Exam, and they serve as examples of the types of questions that appear on the exam.

  2. The use of the average value formula, indicating that a = 1 and b = 5, can be presented in single or multiple steps to earn the first point. For example, the following response earns both points: 5 ∫ A( t ) dt = 1502.147865, so the average value is 375.536966.

  3. AP Calculus: Formula Sheet and Last Minute Tips. Let's get right into it. Formulas and theorems. Here's a breakdown of formulas and theorems you want to memorize/be familiar with for the exam. Some things like squeeze theorem just require some familiarity rather than outright memorization.

  4. G′(x) = f (x) The graph of G is concave up for −4 < x < − 2 and 2 < x < 6, because G′ = f is increasing on these intervals. Answer with reason. point. Scoring notes: Intervals may also include one or both endpoints.

  5. 2019 AP ® CALCULUS BC FREE-RESPONSE QUESTIONS . 5. Consider the family of functions . 1 . fx ()= x . 2 . −2. x + k, where . k . is a constant. (a) Find the value of . k, for . k > 0, such that the slope of the line tangent to the graph of . f . at . x = 0 equals 6. (b) For . k = −8, find the value of . fx d ∫. 1 . x. 0 . (c) For . k = 1 ...

  6. Calculating Slope From Graph Using Slope Formula. The slope formula is used to find the slope of a line that joins two points (x₁, y₁) and (x₂, y₂). Using this formula, the slope of the line is, m = (y₂ - y₁) / (x₂ - x₁). We can use the same formula to find the slope of a line from its graph also. For this:

  7. The slope of the tangent lines for polar functions can be found using the formula dy/dx = (rcos(theta)+(dx/d(theta))sin(theta))/(-rsin(theta)+cos(theta)(dx/d(theta)) 9.9: Finding the Area of the Region Bounded by Two Polar Curves

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