Using the rule of 70 for doubling time, in how many. years will the population of mali double if its present rate of natural increase is 3.6, assuming all other indicators stay. constant
A. 20 years
B. 40 years
C. 60 years
D. 80 years
E. 100 years

The time it will take for the population of mali to double is 20 years. Which is the correct answer would be an option (A).

The rule of 70 for doubling time is defined as the time it will take for your investment to double and is calculated by dividing your growth rate by 70.

For example, if your mutual fund has a four percent growth rate, divide 70 by three. Thus, the doubling time is 17.5years because 70 divided by three is 17.5.

We have to determine using the rule of 70 for doubling time, in how many. years will the population of mali double if its present rate of natural increase is 3.6.

We have been given that the present rate of natural increase is 3.6.

According to the rule of 70 for doubling time,

70 divided by the growth rate of 3.6

⇒ 70/3.6

⇒ 19.44 ≈ 20

Therefore, the time it will take for the population of mali to double is 20 years.

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Which of the following situations best demonstrates direct rule?
A.
Local rulers have significant autonomy.
B.
Local administrators make day-to-day decisions.
C.
Colonial powers utilize existing political systems.
D.
Colonial administrators hold government positions.