Maths-
General
Easy
Question
The equation above can be used to model the population, in thousands, of a certain city t years after 2000. According to the model, the population is predicted to increase by 0.5% every n months. What is the value of n?
- 3
- 4
- 12
- 36
Hint:
Hint:
We are given an equation which is used to find the population t years after 2000. Also, the population increases by 0.5 %every n months. By observing the expression carefully, we see that the growth or increase in population is given in terms of every 3 years because
when we put t =3 in the equation above, we get the indices of the growth factor to be 1.
The correct answer is: 36
The given equation is
The growth factor is given by
Thus, we see that the growth is 0.5% every three years (as the denominator of t is 3).
According to the question, the population increases by 0.5 %every n months.
But we have found that the population increases by 0.5% in 3 years.
So, n= 3 years
Hence, months.
The correct option is D)
Note:
We need to understand what each quantity given in the equation
represents. For example, the population in year 2000 is 2,15,000. After 3 tears, that is, in year 2003, the population becomes thousand which is 216075.
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