1.What is the “y-intercept”? 2.What is the slope? (round to the ten thousandths place) 3.Use your answers to write an equation for the linear model, y = mx + b, that describes the graph.  (round the slope to the ten thousandths place) 4. Use your model to predict what the temperature would be at 7000 feet above sea level. (round to the tenths place)

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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1.What is the “y-intercept”?

2.What is the slope?

(round to the ten thousandths place)

3.Use your answers to write an equation for the linear model, y = mx + b, that describes the graph.  (round the slope to the ten thousandths place)

4. Use your model to predict what the temperature would be at 7000 feet above sea level.

(round to the tenths place)

 

 

**Graph Title:** Variation of Temperature (°F) with Altitude

**Description:**

This line graph illustrates how temperature varies with changes in altitude above sea level. 

**Axes:**

- **X-axis:** Represents altitude in feet above sea level, ranging from 0 to 6000 feet.
- **Y-axis:** Represents temperature in degrees Fahrenheit, ranging from 40.0°F to 62.0°F.

**Data Points and Trend:**

- The trend shows a steady decline in temperature as altitude increases.
- At 0 feet, the temperature is 60.0°F. This is marked by a labeled point (0, 60.0).
- At 5000 feet, the temperature drops to 42.0°F, which is also highlighted with a label (5000, 42.0).
- The graph depicts a linear decrease in temperature with an increase in altitude, suggesting a direct relationship between altitude and temperature reduction.

**Overall Analysis:**

The graph is useful for understanding how temperature typically decreases with higher altitudes. This information is crucial in fields such as meteorology and environmental science.
Transcribed Image Text:**Graph Title:** Variation of Temperature (°F) with Altitude **Description:** This line graph illustrates how temperature varies with changes in altitude above sea level. **Axes:** - **X-axis:** Represents altitude in feet above sea level, ranging from 0 to 6000 feet. - **Y-axis:** Represents temperature in degrees Fahrenheit, ranging from 40.0°F to 62.0°F. **Data Points and Trend:** - The trend shows a steady decline in temperature as altitude increases. - At 0 feet, the temperature is 60.0°F. This is marked by a labeled point (0, 60.0). - At 5000 feet, the temperature drops to 42.0°F, which is also highlighted with a label (5000, 42.0). - The graph depicts a linear decrease in temperature with an increase in altitude, suggesting a direct relationship between altitude and temperature reduction. **Overall Analysis:** The graph is useful for understanding how temperature typically decreases with higher altitudes. This information is crucial in fields such as meteorology and environmental science.
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