MULTIPLE CHOICE The bar graph below shows the average number of vehicles (rounded to the nearest thousand) that travel into a city along a specific route each day of the week. Number of Cars 25.000 20,000 15,000 10,000 5,000 Downtown Morning Traffic Flow Sunday Monday Tuesday Wednesday Thursday Friday Saturday Based on the information from the bar graph, what is most likely the number of vehicles that will drive along this route on the weekends during the next 3 weeks?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.2: Representing Data
Problem 8PPS
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Question
The image displays a simple data table with two columns. The left column contains labels (A, B, and C), and the right column contains numbers corresponding to each label:

- A: 12,000
- B: 24,000
- C: 36,000

This table can be used to represent various types of data, such as sales figures, population counts, or any other numerical values associated with different categories or groups. 

Since it is a straightforward table with no additional graphs or diagrams, no further explanation is necessary.
Transcribed Image Text:The image displays a simple data table with two columns. The left column contains labels (A, B, and C), and the right column contains numbers corresponding to each label: - A: 12,000 - B: 24,000 - C: 36,000 This table can be used to represent various types of data, such as sales figures, population counts, or any other numerical values associated with different categories or groups. Since it is a straightforward table with no additional graphs or diagrams, no further explanation is necessary.
### Multiple Choice

The bar graph below shows the average number of vehicles (rounded to the nearest thousand) that travel into a city along a specific route each day of the week.

#### Downtown Morning Traffic Flow

The graph illustrates the average number of cars per day:

- **Sunday:** Approximately 2,000 cars
- **Monday:** Approximately 12,000 cars
- **Tuesday:** Approximately 18,000 cars
- **Wednesday:** Approximately 24,000 cars
- **Thursday:** Approximately 22,000 cars
- **Friday:** Approximately 15,000 cars
- **Saturday:** Approximately 4,000 cars

#### Question

Based on the information from the bar graph, what is **most likely** the number of vehicles that will drive along this route on the weekends **during the next 3 weeks**?
Transcribed Image Text:### Multiple Choice The bar graph below shows the average number of vehicles (rounded to the nearest thousand) that travel into a city along a specific route each day of the week. #### Downtown Morning Traffic Flow The graph illustrates the average number of cars per day: - **Sunday:** Approximately 2,000 cars - **Monday:** Approximately 12,000 cars - **Tuesday:** Approximately 18,000 cars - **Wednesday:** Approximately 24,000 cars - **Thursday:** Approximately 22,000 cars - **Friday:** Approximately 15,000 cars - **Saturday:** Approximately 4,000 cars #### Question Based on the information from the bar graph, what is **most likely** the number of vehicles that will drive along this route on the weekends **during the next 3 weeks**?
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Step 1: Given information

Given the graph of the average number of vehicles that travel into the city along a specific route each day of the week.

Want to estimate the number of vehicles that will drive along this route on the weekends during the next 3 weeks.



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