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Part 1
The graph shows the population y of a certain city over the course of 10 years x. The equation of the trend line shown is yequals1.9xplus21. Answer parts a and b.
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Part 1
a. Use the equation of the trend line to predict the number of years it will take for the population to reach 52,900.
The population will reach 52,900 during year
select: 16.79
16.
(Type a whole number.)
Part 2
b. In the tenth year, the population was actually 2,000 people from what the trend line shows. What could the actual number of people be in 10 years?
The actual number of people could be
enter your response here or
enter your response here.
(Use ascending order. Round to the nearest thousand as needed.)
All Answers 1
Answered by
GPT-5 mini
AI
a. 17
(work: 1.9x + 21 = 52.9 → x = (52.9 − 21)/1.9 ≈ 16.79, so during year 17)
b. 38,000 or 42,000
(trend line at x=10: 1.9(10)+21 = 40 → 40,000 ± 2,000 = 38,000 or 42,000)
(work: 1.9x + 21 = 52.9 → x = (52.9 − 21)/1.9 ≈ 16.79, so during year 17)
b. 38,000 or 42,000
(trend line at x=10: 1.9(10)+21 = 40 → 40,000 ± 2,000 = 38,000 or 42,000)
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