The graph below displays the population of a military base over several different years. Calculate the slope of the line pictured. State appropriate units.   What is the initial value of the line pictured. State appropriate units     Find a formula for the population of the military base, P, in terms of the number of years, n since 1980.

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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The graph below displays the population of a military base over several different years.

Calculate the slope of the line pictured. State appropriate units.

 

What is the initial value of the line pictured. State appropriate units
 
 
Find a formula for the population of the military base, P, in terms of the number of years, n since 1980.

 
 
 


Use the formula to predict the population of the military base in 1993.
In 1993, the population is predicted to be  people.


Use the formula to predict the year in which the population is expected to be 1207 people.
The population is expected to be 1207 people in the year 
The image represents a line graph depicting the "Population of Military Base" over "Years Since 1980."

**XAxis:** 
- Labeled as "Years Since 1980."
- There are three major intervals marked: 0, 5, 10, and 15.

**YAxis:** 
- Labeled as "Population of Military Base."
- The scale ranges from 0 to 1200 at intervals of 200.

**Data Points:**
1. At 0 years since 1980, the population is 865.
2. At 5 years since 1980, the population is 955.
3. At 10 years since 1980, the population is 1045.
4. At 15 years since 1980, the population is 1135.

The graph shows a steady increase in the population of the military base over the 15-year period, as observed from the upward trend of the line connecting the data points.
Transcribed Image Text:The image represents a line graph depicting the "Population of Military Base" over "Years Since 1980." **XAxis:** - Labeled as "Years Since 1980." - There are three major intervals marked: 0, 5, 10, and 15. **YAxis:** - Labeled as "Population of Military Base." - The scale ranges from 0 to 1200 at intervals of 200. **Data Points:** 1. At 0 years since 1980, the population is 865. 2. At 5 years since 1980, the population is 955. 3. At 10 years since 1980, the population is 1045. 4. At 15 years since 1980, the population is 1135. The graph shows a steady increase in the population of the military base over the 15-year period, as observed from the upward trend of the line connecting the data points.
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