Question 5 Which best describes the slope of the trendline pictured? Disney+ Subscriptions, REGION 4 600 y 1.0394x+ 133.1 500 400 300 200 100 20 30 40 50 70 80 Days after initial Launch, November 12, 2019 O Subscriptions are increasing by 1.0394 every day after Nov 12, 2019. O Disney+ subscriptions are increasing by 1.0394. O Disney+ subscriptions are increasing every day. O Subscriptions are increasing every 1.0394 days. Question 6 In 1990, the profit of the Gamma company was $11.900.848. Each year after 1990, profits fell by and use it to solve for the profits in the ycar 2020. Round your answer to a whole dollar.
Question 5 Which best describes the slope of the trendline pictured? Disney+ Subscriptions, REGION 4 600 y 1.0394x+ 133.1 500 400 300 200 100 20 30 40 50 70 80 Days after initial Launch, November 12, 2019 O Subscriptions are increasing by 1.0394 every day after Nov 12, 2019. O Disney+ subscriptions are increasing by 1.0394. O Disney+ subscriptions are increasing every day. O Subscriptions are increasing every 1.0394 days. Question 6 In 1990, the profit of the Gamma company was $11.900.848. Each year after 1990, profits fell by and use it to solve for the profits in the ycar 2020. Round your answer to a whole dollar.
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter4: Equations Of Linear Functions
Section4.4: Scatter Plots And Line Of Fit
Problem 5PPS
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Which best describes the slope of the trendline pictured?
![**Question 5**
**Which best describes the slope of the trendline pictured?**
_Disney+ Subscriptions, REGION 4_
\[ y = 1.0394x + 133.1 \]
- Graph Description:
- The graph displays a scatter plot with a trendline representing the Disney+ subscriptions over time. The x-axis is labeled "Days after initial Launch, November 12, 2019," ranging from 0 to 80 days. The y-axis represents the number of subscriptions, ranging from 100 to 600.
- A positive linear trend is observed, with data points scattered around the line, indicating an overall increase in subscriptions over time. The trendline equation is \( y = 1.0394x + 133.1 \).
**Answer Options:**
- Subscriptions are increasing by 1.0394 every day after Nov 12, 2019.
- Disney+ subscriptions are increasing by 1.0394.
- Disney+ subscriptions are increasing every day.
- Subscriptions are increasing every 1.0394 days.
**Question 6**
In 1990, the profit of the Gamma company was \$11,900,848. Each year after 1990, profits fell by \$48,263. Use this to solve for the profits in the year 2020. _Round your answer to a whole dollar._](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F405aa424-659a-41f9-ae97-ff7d44489777%2Ff9a4380e-681c-4819-9961-448053bde656%2F518u5qd_processed.jpeg&w=3840&q=75)
Transcribed Image Text:**Question 5**
**Which best describes the slope of the trendline pictured?**
_Disney+ Subscriptions, REGION 4_
\[ y = 1.0394x + 133.1 \]
- Graph Description:
- The graph displays a scatter plot with a trendline representing the Disney+ subscriptions over time. The x-axis is labeled "Days after initial Launch, November 12, 2019," ranging from 0 to 80 days. The y-axis represents the number of subscriptions, ranging from 100 to 600.
- A positive linear trend is observed, with data points scattered around the line, indicating an overall increase in subscriptions over time. The trendline equation is \( y = 1.0394x + 133.1 \).
**Answer Options:**
- Subscriptions are increasing by 1.0394 every day after Nov 12, 2019.
- Disney+ subscriptions are increasing by 1.0394.
- Disney+ subscriptions are increasing every day.
- Subscriptions are increasing every 1.0394 days.
**Question 6**
In 1990, the profit of the Gamma company was \$11,900,848. Each year after 1990, profits fell by \$48,263. Use this to solve for the profits in the year 2020. _Round your answer to a whole dollar._
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