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31) Coyotes are one of the few species of North American animals with an expanding range. The future population of coyotes in a region of Mississippi can be modeled by the equation P=43+ 19 In(14t+ 1), where t is time in years. Use the equation to determine when the population will reach 140. Round to the nearest tenth when necessary. A) 11.8 years B) 11.7 years C) 9101.9 years e the equation. 32) 4(5x-1)= 18 Round to three decimal places. A) 0.617 B) 0.217 33) 2(12 - 3x) = 64 A)-2 B) 4 C) 1.100 C) 32 D) 12 years D) 0.501 D) 2 31) 32) 33)

31) Coyotes are one of the few species of North American animals with an expanding range. The future population of coyotes in a region of Mississippi can be modeled by the equation P=43+ 19 In(14t+ 1), where t is time in years. Use the equation to determine when the population will reach 140. Round to the nearest tenth when necessary. A) 11.8 years B) 11.7 years C) 9101.9 years e the equation. 32) 4(5x-1)= 18 Round to three decimal places. A) 0.617 B) 0.217 33) 2(12 - 3x) = 64 A)-2 B) 4 C) 1.100 C) 32 D) 12 years D) 0.501 D) 2 31) 32) 33)

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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↓ 9 of 13 Solve the equation. Solve the problem. 31) Coyotes are one of the few species of North American animals with an expanding range. The future population of coyotes in a region of Mississippi can be modeled by the equation P=43+ 19 In(14t+ 1), where t is time in years. Use the equation to determine when the population will reach 140. Round to the nearest tenth when necessary. C) 9101.9 years D) 12 years A) 11.8 years B) 11.7 years 32) 4(5x-1)= 18 Round to three decimal places. A) 0.617 B) 0.217 33) 2(12 - 3x) = 64 A) -2 + Q Search B) 4 Automatic Zoom C) 1.100 C) 32 H D) 0.501 D) 2 31) 32) 33) <
Transcribed Image Text:↓ 9 of 13 Solve the equation. Solve the problem. 31) Coyotes are one of the few species of North American animals with an expanding range. The future population of coyotes in a region of Mississippi can be modeled by the equation P=43+ 19 In(14t+ 1), where t is time in years. Use the equation to determine when the population will reach 140. Round to the nearest tenth when necessary. C) 9101.9 years D) 12 years A) 11.8 years B) 11.7 years 32) 4(5x-1)= 18 Round to three decimal places. A) 0.617 B) 0.217 33) 2(12 - 3x) = 64 A) -2 + Q Search B) 4 Automatic Zoom C) 1.100 C) 32 H D) 0.501 D) 2 31) 32) 33) <
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