Indeterminable...
It depends on what the RATE of the increase is.
An infinite number of different curves can be plotted that intersect 2 common points.
e.g.; There is a difference between:
"The population doubled in size OVER 20 months" and
"The population doubles in size EVERY 20 months."
Based on the question, how do you justify the assumption that this is a straight line plot?
To make any sort of calculation, you need at least 3 points.
Even then your answer can only be calculated if the rate of change is constant.
3 years is 36 months or 20 * 1.8. The population will be 80,000 * 2 ^ 1.8
General equation: P = 80,000 • 2 ^ (t/20)
3 years = 36 months so t = 36
so evaluate 80000 • 2^(36/20)
A thought shared.
1 million.
Round to the nearest whole number as well.
Just want to see how to do it, thanks in advance.
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Answers & Comments
Indeterminable...
It depends on what the RATE of the increase is.
An infinite number of different curves can be plotted that intersect 2 common points.
e.g.; There is a difference between:
"The population doubled in size OVER 20 months" and
"The population doubles in size EVERY 20 months."
Based on the question, how do you justify the assumption that this is a straight line plot?
To make any sort of calculation, you need at least 3 points.
Even then your answer can only be calculated if the rate of change is constant.
3 years is 36 months or 20 * 1.8. The population will be 80,000 * 2 ^ 1.8
General equation: P = 80,000 • 2 ^ (t/20)
3 years = 36 months so t = 36
so evaluate 80000 • 2^(36/20)
A thought shared.
1 million.
Round to the nearest whole number as well.
Just want to see how to do it, thanks in advance.