This table shows the percentage of a candle that is burned over time. Time (minutes) Percentage Burned 0% 3 6% 6. 14% 9 34% 12 50% 15 62% 18 75% 21 88% Which statement describes the average rate of change over the interval from 9 to 15 minutes? A The candle burns 28% each minute. B The candle burns 14% every 3 minutes. C. The candle burns 3% every 14 minutes. D. The candle burns 1% every 28 minutes.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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This table shows the percentage of
a candle that is burned over time.
Time
(minutes)
Percentage
Burned
0%
3
6%
6.
14%
9
34%
12
50%
15
62%
18
75%
21
88%
Which statement describes the average rate of change over the interval from 9 to 15
minutes?
A The candle burns 28% each minute.
B The candle burns 14% every 3 minutes.
C. The candle burns 3% every 14 minutes.
D. The candle burns 1% every 28 minutes.
Transcribed Image Text:This table shows the percentage of a candle that is burned over time. Time (minutes) Percentage Burned 0% 3 6% 6. 14% 9 34% 12 50% 15 62% 18 75% 21 88% Which statement describes the average rate of change over the interval from 9 to 15 minutes? A The candle burns 28% each minute. B The candle burns 14% every 3 minutes. C. The candle burns 3% every 14 minutes. D. The candle burns 1% every 28 minutes.
The population of Old Town is 50,000 and decreasing by 30 people per
year. The population of New Town x years from now is given by the
function P(x) = 30,000(1.1)*, x 2 o. Which statement is true?
A The population of Old Town is decreasing faster than the population
of New Town is increasing.
B. The population of Old Town is decreasing slower than the population
of New Town is increasing.
C The population of New Town will equal the population of Old Town in
4 years.
D. The population of New Town will equal the population of Old Town in
10 years.
Transcribed Image Text:The population of Old Town is 50,000 and decreasing by 30 people per year. The population of New Town x years from now is given by the function P(x) = 30,000(1.1)*, x 2 o. Which statement is true? A The population of Old Town is decreasing faster than the population of New Town is increasing. B. The population of Old Town is decreasing slower than the population of New Town is increasing. C The population of New Town will equal the population of Old Town in 4 years. D. The population of New Town will equal the population of Old Town in 10 years.
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