Law Enforcement in the 1980s and 1990s The cost of fighting crime in the United States increased significantly during the period 1982-1999. Total spending on police and courts can be approximated by 21 P(t)%3D1.745t+ 29.84 billion dollars C(t) = 1.097t + 10.65 billion dollars (2stS 19), (2 s tS 19) %3D respectively, where t is time in years since 1980. Compute P(t) lim 1+oo C(1) to two decimal places, and interpret the result.
Law Enforcement in the 1980s and 1990s The cost of fighting crime in the United States increased significantly during the period 1982-1999. Total spending on police and courts can be approximated by 21 P(t)%3D1.745t+ 29.84 billion dollars C(t) = 1.097t + 10.65 billion dollars (2stS 19), (2 s tS 19) %3D respectively, where t is time in years since 1980. Compute P(t) lim 1+oo C(1) to two decimal places, and interpret the result.
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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Transcribed Image Text:Law Enforcement in the 1980s and 1990s The cost of
fighting crime in the United States increased significantly
during the period 1982-1999. Total spending on police and
courts can be approximated by
21
P(t)%3D1.745t+ 29.84 billion dollars
C(t) = 1.097t + 10.65 billion dollars (2stS 19),
(2 s tS 19)
%3D
respectively, where t is time in years since 1980. Compute
P(t)
lim
1+oo C(1)
to two decimal places, and interpret the result.
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