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2. Error Analysis. Writing an exponential function from a graph. • Carefully indicate the errors you found. There may be more than one error. • When you find an error, please explain why it is an error and how to correct it. Solution: (-2, 832) 800- 700+ g(x)=ab" g(x) = ab" 8(0.5)= ab@5) 600- 8(-2) = ab'-2) y=g(x) 500- 832 = abl-2) 26 = ab©5) %3D 400+ 300- 8326² = a Substitute a = 832b² : %3D 200- 26 = 832b²b(05) (0.5, 26) 26 = 832b(²x05) 26 b's 832 0.03125

2. Error Analysis. Writing an exponential function from a graph. • Carefully indicate the errors you found. There may be more than one error. • When you find an error, please explain why it is an error and how to correct it. Solution: (-2, 832) 800- 700+ g(x)=ab" g(x) = ab" 8(0.5)= ab@5) 600- 8(-2) = ab'-2) y=g(x) 500- 832 = abl-2) 26 = ab©5) %3D 400+ 300- 8326² = a Substitute a = 832b² : %3D 200- 26 = 832b²b(05) (0.5, 26) 26 = 832b(²x05) 26 b's 832 0.03125

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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2. Error Analysis. Writing an exponential function from a graph. • Carefully indicate the errors you found. There may be more than one error. • When you find an error, please explain why it is an error and how to correct it. (-2, 832) 800- Solution: 700- g(x)= ab" g(x)= ab" 600- 8(-2)= ab(-3) 8(0.5) = ab@s) y=g(x)\ 500- 832 = ab(-3) 26 = ab05) %3D 400- 832b² = a Substitute a = 832b² : 300- 200- 26 = 832b²b'@5) Noot (0.5, 26) 26 = 8326(?x0.5) 26 z 0.03125 832
Transcribed Image Text:2. Error Analysis. Writing an exponential function from a graph. • Carefully indicate the errors you found. There may be more than one error. • When you find an error, please explain why it is an error and how to correct it. (-2, 832) 800- Solution: 700- g(x)= ab" g(x)= ab" 600- 8(-2)= ab(-3) 8(0.5) = ab@s) y=g(x)\ 500- 832 = ab(-3) 26 = ab05) %3D 400- 832b² = a Substitute a = 832b² : 300- 200- 26 = 832b²b'@5) Noot (0.5, 26) 26 = 8326(?x0.5) 26 z 0.03125 832
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