Transcription of CHAPTER 3: DERIVATIVES - kkuniyuk.com
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CHAPTER 3: DERIVATIVES - kkuniyuk.com
(Answers to Exercises for CHAPTER 3: DERIVATIVES ) CHAPTER 3: DERIVATIVES SECTION : DERIVATIVES , TANGENT LINES, and RATES OF CHANGE 1) a) () f3() 3; this is f3+h() f3()h with h= () f3() 3; this is f3+h() f3()h with h= () f3() 3; this is f3+h() f3()h with h= () f3() 3; this is f3+h() f3()h with h= () f3() 3; this is f3+h() f3()h with h= () f3() 3; this is f3+h() f3()h with h= b) No c) 30 2) a) fa()=323a 2. Hint: Rationalize the numerator of the difference quotient. b) Point-Slope Form: y 5=310x 9(), Slope-Intercept Form: y=310x+2310 c) Point-Slope Form: y 5= 103x 9(), Slope-Intercept Form: y= 103x+35 3) a) i.
(Answers to Exercises for Chapter 3: Derivatives) A.3.1 CHAPTER 3: DERIVATIVES SECTION 3.1: DERIVATIVES, TANGENT LINES, and RATES OF CHANGE 1) a)
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