In the year 1950, the world population was 2.56 billion people. In 1960, the population grew to 3.04 billion. (a) Assuming that the population obeys the law of uninhibited constant growth, find a formula for the population for any time t. (b) According to your model, what should the population be in the year 2020. Compare with the current population. (c) What population does your model predict in the year 2030?

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 18T
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4. In the year 1950, the world population was 2.56 billion people. In 1960,
the population grew to 3.04 billion.
(a) Assuming that the population obeys the law of uninhibited constant
growth, find a formula for the population for any time t.
(b) According to your model, what should the population be in the year
2020. Compare with the current population.
(c) What population does your model predict in the year 2030?
Transcribed Image Text:4. In the year 1950, the world population was 2.56 billion people. In 1960, the population grew to 3.04 billion. (a) Assuming that the population obeys the law of uninhibited constant growth, find a formula for the population for any time t. (b) According to your model, what should the population be in the year 2020. Compare with the current population. (c) What population does your model predict in the year 2030?
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