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Question
Robert runs 3 times a week for 4 weeks. Each run is 5 miles. Which diagram shows a way to find x, the total number of miles he runs in 4 weeks?
Responses
A Image with alt text:
B Image with alt text:
C Image with alt text:
D Image with alt text:
Apologies, but as an AI text-based model, I am unable to view or analyze images. Thus, I cannot provide the options for the diagrams in this case. However, I can help you with the math involved in finding x, the total number of miles Robert runs in 4 weeks.
Since Robert runs 3 times a week for 4 weeks, he runs a total of 3 * 4 = 12 times in 4 weeks.
Given that each run is 5 miles, the total number of miles he runs in 4 weeks is 5 * 12 = 60 miles.
Therefore, x = 60 miles.
Without actually seeing the images, it is difficult to determine which diagram shows a way to find the total number of miles Robert runs in 4 weeks. However, I can describe the possible options to help you determine the correct answer:
A: The diagram might show 3 circles with arrows pointing to each circle, representing the 3 runs per week. Each circle may have the number 5 inside it, representing the 5 miles run each time. It might also have another arrow pointing to a larger circle with the number x inside it, representing the total number of miles run in 4 weeks.
B: The diagram might show a grid with 4 rows and 3 columns. Each cell in the grid might have the number 5, representing the 5 miles run per session. It might also have another row or column with the number x, representing the total number of miles run in 4 weeks.
C: The diagram might show a timeline with 4 sections, each representing a week. Within each section, there might be 3 squares, representing the 3 runs per week. Each square may have the number 5, representing the 5 miles run per session. It might also have another section or a different symbol representing the total number of miles run in 4 weeks.
D: The diagram might show a line divided into 4 equal segments, representing the 4 weeks. Within each segment, there might be 3 smaller lines, representing the 3 runs per week. Each smaller line may have a length of 5 units, representing the 5 miles run per session. It might also have a larger line or a different symbol representing the total number of miles run in 4 weeks.
Please refer to the provided images to determine which diagram matches the description.
To find the total number of miles Robert runs in 4 weeks, we need to multiply the number of runs per week by the number of miles per run and then multiply that by the number of weeks.
In this case, Robert runs 3 times a week for 4 weeks, and each run is 5 miles.
So, to find the total number of miles Robert runs in 4 weeks, we can calculate:
x = (Number of runs per week) * (Number of miles per run) * (Number of weeks)
= 3 * 5 * 4
= 60 miles
Now, let's look at the diagrams (A, B, C, and D) to see which one represents this calculation:
A: Image not provided, so we cannot determine if it is the correct diagram.
B: Image not provided, so we cannot determine if it is the correct diagram.
C: Image not provided, so we cannot determine if it is the correct diagram.
D: Image not provided, so we cannot determine if it is the correct diagram.
Unfortunately, without the images, it is impossible to determine which diagram shows the correct calculation.