calculus summary2 Calculus 1 Summary Notes [Chapter 1. FOUNDATION FOR CALCULUS: FUNCTIONS & LIMITS] 1.1 Functions and Change 1.2 Exponential Functions 1.3 New Functions from Old 1.4 Logarithmic Functions 1.5 Trigonometric Functions 1.6 Powers, Polynomials, and Rational Functions 1.7 Introduction to Limits and Continuity 1.8 Extending the Idea of a Limit [Chapter 2. KEY CONCEPT: THE DERIVATIVE] 2.1 How Do We Measure Speed? 2.2 The Derivat.. 2022. 12. 13. [Notes & HW Answers] 5.4 Theorems about Definite Integral [Prepwork 5.4] Q1. For some function f, suppose that for some a∫^b_a f(x) dx=7 and ∫^c_a f(x) dx=9. Find each of the following. A: ∫^a_b f(x) dx= −7 ;∫^c_b f(x) dx= 2 Q2. Use the technique of example 2 in the text to evaluate the integral ∫^2_(−2) (|2x|+3) dx exactly. A: ∫^2_−2 (|2x|+3) dx = 20 Q3. Using a calculator to evaluate the appropriate integral, find the average value of P = f(t) = 2.03.. 2022. 12. 6. 이전 1 다음
