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Let F(x)= dt, x E IR. o P+24 Choose the best option for the following claim. The only critical point of F(x) is x =1. Choose... F(x) has a local maximum value. Choose... v F(x) has a concave down shape on the interval (-00,-4). Choose..

Let F(x)= dt, x E IR. o P+24 Choose the best option for the following claim. The only critical point of F(x) is x =1. Choose... F(x) has a local maximum value. Choose... v F(x) has a concave down shape on the interval (-00,-4). Choose..

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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2 3. J. P+24 1-t dt, x E IR. Let F(x) = Choose the best option for the following claim. Finish attempt Time left 1:12:15 The only critical point of F(x) is x = 1. Choose... F(x) has a local maximum value. Choose.. v F(x) has a concave down shape on the interval (-0,-4). Choose... v F(x) has a concave up shape on the interval (1,00). Choose... v F(x) has a local minimum value. Choose... v F(x) is decreasing on the interval (-4,6). Choose... v x = -4, x = 1 and x 6 are critical points of F(x). Choose... F(x) has a concave up shape on the interval (6, 0). Choose.. v F(x) is increasing on the interval (-0,1). Choose. One can find the critical point/critical points of F(x) using Fundamental Theorem of Calculus. Choose...
Transcribed Image Text:2 3. J. P+24 1-t dt, x E IR. Let F(x) = Choose the best option for the following claim. Finish attempt Time left 1:12:15 The only critical point of F(x) is x = 1. Choose... F(x) has a local maximum value. Choose.. v F(x) has a concave down shape on the interval (-0,-4). Choose... v F(x) has a concave up shape on the interval (1,00). Choose... v F(x) has a local minimum value. Choose... v F(x) is decreasing on the interval (-4,6). Choose... v x = -4, x = 1 and x 6 are critical points of F(x). Choose... F(x) has a concave up shape on the interval (6, 0). Choose.. v F(x) is increasing on the interval (-0,1). Choose. One can find the critical point/critical points of F(x) using Fundamental Theorem of Calculus. Choose...
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