The graph shows the amount of medicine remaining after a certain number of hours. Medicine Remaining in mg vs Time in hours 200 175 E150 125 100 75 50 25 1 Time in hours Medicine Remaining in mg

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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**The graph shows the amount of medicine remaining after a certain number of hours.**

### Medicine Remaining in mg vs Time in hours

**Graph Description:**
- **X-axis:** Time in hours, ranging from 0 to 3.
- **Y-axis:** Medicine Remaining in mg, ranging from 0 to 200.
- The graph displays a downward-sloping line indicating the decrease in the amount of medicine over time.

**Data Points:**
- At 0 hours, there are 200 mg of medicine.
- At 1 hour, approximately 150 mg remain.
- At 2 hours, around 100 mg remain.
- At 3 hours, the amount decreases to approximately 50 mg.

**Pattern Description:**
The pattern is **decreasing** over time, and the graph appears to show a **linear** relationship between time and the amount of medicine remaining.

### Describe the pattern. Choose all that apply:
- [ ] Increasing
- [x] Decreasing
- [x] Linear
- [ ] Exponential

*Click Save and Submit to answer questions related to time differences.*
Transcribed Image Text:**The graph shows the amount of medicine remaining after a certain number of hours.** ### Medicine Remaining in mg vs Time in hours **Graph Description:** - **X-axis:** Time in hours, ranging from 0 to 3. - **Y-axis:** Medicine Remaining in mg, ranging from 0 to 200. - The graph displays a downward-sloping line indicating the decrease in the amount of medicine over time. **Data Points:** - At 0 hours, there are 200 mg of medicine. - At 1 hour, approximately 150 mg remain. - At 2 hours, around 100 mg remain. - At 3 hours, the amount decreases to approximately 50 mg. **Pattern Description:** The pattern is **decreasing** over time, and the graph appears to show a **linear** relationship between time and the amount of medicine remaining. ### Describe the pattern. Choose all that apply: - [ ] Increasing - [x] Decreasing - [x] Linear - [ ] Exponential *Click Save and Submit to answer questions related to time differences.*
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