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Let A be the area under y = e* and above the x-axis, on [0,a]. Let B be the area under y = ex and above the x-axis, on [0,b]. B is 11.8 times A. What is b in terms of a? a. b = ln(e^a + -9.80) b. a In (11.8e^b + 1) c. b = In(11.8e^a + -10.8000) O c. O d. b In (11.8 + -10.80) e. b = In (11.8e^a + 11.8)

Let A be the area under y = e* and above the x-axis, on [0,a]. Let B be the area under y = ex and above the x-axis, on [0,b]. B is 11.8 times A. What is b in terms of a? a. b = ln(e^a + -9.80) b. a In (11.8e^b + 1) c. b = In(11.8e^a + -10.8000) O c. O d. b In (11.8 + -10.80) e. b = In (11.8e^a + 11.8)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Let A be the area under y = e* and above the x-axis, on [0,a]. Let B be the area under y = e* and above the x-axis, on [0,b]. B is 11.8 times A. What is b in terms of a? a. b = ln(e^a + -9.80) b. a = In(11.8e^b + 1) c. b = In(11.8e^a + -10.8000) O c. O d. b In (11.8 + -10.80) e. b = In (11.8e^a + 11.8)
Transcribed Image Text:Let A be the area under y = e* and above the x-axis, on [0,a]. Let B be the area under y = e* and above the x-axis, on [0,b]. B is 11.8 times A. What is b in terms of a? a. b = ln(e^a + -9.80) b. a = In(11.8e^b + 1) c. b = In(11.8e^a + -10.8000) O c. O d. b In (11.8 + -10.80) e. b = In (11.8e^a + 11.8)
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