The population (in millions) of a country t years after 1800 is given by the function f(t). Use the graphs of f(t), f'(t), and f'"(t) given below to answer the following questions. AY 300 0.03 250 200 0.02- 0.01- 150 100 y=f(t) -0.01- 50 100 160 200 1 y=f'(t) 0.02 y=t") -0.03- 50 0 50 100 150 200 50 100 150 200 (a) What was the population in 1925? The population in 1925 was million. (b) Approximately when was the population 50 million? The population was 50 million in the year (c) How fast was the population growing in 1875? The population was growing at a rate of million people per year in 1875.

Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)
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Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
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Chapter5: Business And Economic Forecasting
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The population (in millions) of a country t years after 1800 is given by the function f(t). Use the graphs of f(t), f'(t), and f''(t) given below to answer the following questions.
AY
300-
Ay
Ay
0.03-
3-
250-
0.02-
200-
0.01-
2-
150-
0-
y=f(t)
50 100 150 200
100-
50-
1-
-0.01-
y=f'(t)
-0.02- y=f"(t)
0-
0-
-0.03-
50
100 150 200
50
100 150 200
(a) What was the population in 1925?
The population in 1925 was
million.
(b) Approximately when was the population 50 million?
The population was 50 million in the year|.
(c) How fast was the population growing in 1875?
The population was growing at a rate of million people per year in 1875.
Transcribed Image Text:The population (in millions) of a country t years after 1800 is given by the function f(t). Use the graphs of f(t), f'(t), and f''(t) given below to answer the following questions. AY 300- Ay Ay 0.03- 3- 250- 0.02- 200- 0.01- 2- 150- 0- y=f(t) 50 100 150 200 100- 50- 1- -0.01- y=f'(t) -0.02- y=f"(t) 0- 0- -0.03- 50 100 150 200 50 100 150 200 (a) What was the population in 1925? The population in 1925 was million. (b) Approximately when was the population 50 million? The population was 50 million in the year|. (c) How fast was the population growing in 1875? The population was growing at a rate of million people per year in 1875.
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