The population of a community is growing at 2% per year and its per capita consumption is growing at 3.5% per year. The community wants the level of impact on the environment to remain unchanged 30 years from now. Using I = Px Ax T, calculate what the impact of technology per unit of consumption will have to be in period 30 [T30] relative to the same now [TO]. Use Xt=X0(1+r) t to project future values, where XO is the present value, Xt is the future value after t years, and r is the growth rate in fraction (e.g., 1% growth rate means r = = 0.01)
The population of a community is growing at 2% per year and its per capita consumption is growing at 3.5% per year. The community wants the level of impact on the environment to remain unchanged 30 years from now. Using I = Px Ax T, calculate what the impact of technology per unit of consumption will have to be in period 30 [T30] relative to the same now [TO]. Use Xt=X0(1+r) t to project future values, where XO is the present value, Xt is the future value after t years, and r is the growth rate in fraction (e.g., 1% growth rate means r = = 0.01)
Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Topics In Analytic Geometry
Section: Chapter Questions
Problem 33CT
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![The population of a community is growing at
2% per year and its per capita consumption is
growing at 3.5% per year. The community
wants the level of impact on the environment
to remain unchanged 30 years from now.
Using I = P x A x T, calculate what the impact
of technology per unit of consumption will
have to be in period 30 [T30] relative to the
same now [TO].
Use Xt=X0(1+r) t to project future values,
where XO is the present value, Xt is the future
value after t years, and r is the growth rate in
fraction (e.g., 1% growth rate means r = 0.01)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1c5c9e73-efa3-499d-9ea6-bec803dfda04%2F58c91864-ed88-430e-a7e3-ecd08f0a39db%2F0pjbj1_processed.png&w=3840&q=75)
Transcribed Image Text:The population of a community is growing at
2% per year and its per capita consumption is
growing at 3.5% per year. The community
wants the level of impact on the environment
to remain unchanged 30 years from now.
Using I = P x A x T, calculate what the impact
of technology per unit of consumption will
have to be in period 30 [T30] relative to the
same now [TO].
Use Xt=X0(1+r) t to project future values,
where XO is the present value, Xt is the future
value after t years, and r is the growth rate in
fraction (e.g., 1% growth rate means r = 0.01)
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