Assume a world population of 7.3 billion and a U.S. population of 323 million. a. Look...
Assume a world population of 7.3 billion and a U.S. population of 323 million. a. Look up the present total annual U.S. primary energy consumption. Then determine the total world energy consumption in quads if the rest of the world were to use the same per capita energy as in the United States b. If the energy source mix were to remain the same as the present mix in achieving the scenario of Part a, what would be the percentage increase in CO2 emissions?
Homework Answers
According to International Energy outlook 2017, the total energy consumption is 575 quads.
The developed countries consume approx 75% of this energy.
Assuming, world population as 7.3 billion as mentioned in the question, the total energy consumption is 575 quads.
US consume 75% i.e. 431 quad of energy.
As mentioned in question, 7.3 billion people are consuming this energy , so it is 575 quads.
If 323 billion people(mentioned in question ) consume (5.75 *323)/ 7.3 quads of energy.
B) In 2014, US green house emission totalled to 6870 million metric tons of carbon dioxide equivalents which is an increase by 7 % since 1990.
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Assume a world population of 7.3 billion and a U.S. population
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1) Using the triangle formula, pick appropriate values
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2) Plot the logistics and triangle functions from parts
(c) and (d) on the same axes, with year
on the x- axis and total
energy consumption on the y-axis.
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approximately the same shape as the logistics formula.
2) Plot the logistics and triangle functions from parts
(c) and (d) on the same axes, with year
on the x- axis and total
energy consumption on the y-axis.
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3) compute break even point (in terms of number of orders and
dollars) for each distribution channel
(HINT - Fixed costs are all trade show expenses. Use
depreciation for the booth as a fixed cost. The booth cost should
be considered an investment not a fixed cost)
4) Calculate the number of orders at a target profit of
$100,000
5) Calculate the profitability for both the low and high order
estimates
We were...
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