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The world carbon emissions can be expressed by the following equation: Carbon emissions = (population)(energy/person)(carbon/energy) Energy/person grows at 2.6 %/year World population grows at 1.7 %/year Fossil fuel emissions of carbon per unit of energy increase at 1.7 % /year Assuming constant exponential growth, how long would it take to reach 4 time of initial carbon concentration (N/No = 4)? %3D

The world carbon emissions can be expressed by the following equation: Carbon emissions = (population)(energy/person)(carbon/energy) Energy/person grows at 2.6 %/year World population grows at 1.7 %/year Fossil fuel emissions of carbon per unit of energy increase at 1.7 % /year Assuming constant exponential growth, how long would it take to reach 4 time of initial carbon concentration (N/No = 4)? %3D

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
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The world carbon emissions can be expressed by the following equation: Carbon emissions = (population)(energy/person)(carbon/energy) %D Energy/person grows at 2.6 %/year World population grows at 1.7 %/year Fossil fuel emissions of carbon per unit of energy increase at 1.7 % /year Assuming constant exponential growth, how long would it take to reach 4 times of initial carbon concentration (N/No = 4)?
Transcribed Image Text:The world carbon emissions can be expressed by the following equation: Carbon emissions = (population)(energy/person)(carbon/energy) %D Energy/person grows at 2.6 %/year World population grows at 1.7 %/year Fossil fuel emissions of carbon per unit of energy increase at 1.7 % /year Assuming constant exponential growth, how long would it take to reach 4 times of initial carbon concentration (N/No = 4)?
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