FILL IN THE BLANK

Question

Find the slope of the line or choose your answer... over choose your answer... using the points (2, 24) and (4, 48). The rise is the change in the choose your answer... : 48 - 24, which is equal to choose your answer... The run is the change in the choose your answer... 4 - 2, which is equal to choose your answer....The rate of change is choose your answer...pounds per month.

Answer 1

To find the slope of the line using the points (2, 24) and (4, 48), we can break it down step by step.

1. Rise: The rise is the change in the y-coordinates: \[ 48 - 24 = 24 \]

2. Run: The run is the change in the x-coordinates: \[ 4 - 2 = 2 \]

3. Slope (rate of change): The slope (rate of change) is calculated as the rise divided by the run: \[ \text{slope} = \frac{\text{rise}}{\text{run}} = \frac{24}{2} = 12 \]

So, filling in the blanks, we have:

• Find the slope of the line or choose your answer rise over choose your answer run using the points (2, 24) and (4, 48). The rise is the change in the y-coordinates: 48 - 24, which is equal to 24. The run is the change in the x-coordinates: 4 - 2, which is equal to 2. The rate of change is 12 pounds per month.

Answer 2

FILL IN THE BLANK: image.png
Change in x = choose your answer...
Change in y =
choose your answer...

Rate of change =
choose your answer...
pounds per month.
c. The Great Dane grew
choose your answer...
pounds per month
choose your answer...
than the golden retriever.

Answer 3

To fill in the blanks properly, I'll create a hypothetical context based on growth rates, assuming we have two dog breeds (Great Dane and Golden Retriever) and that you want to compare their growth rates. Here's how you can fill in the blanks:

1. Change in x = (this usually represents a specific time period, e.g., "1 month" or some numerical value, e.g., "2 months").

2. Change in y = (this represents the change in weight or some measurable outcome, e.g., "24 pounds" or "10 pounds"; adjust according to your scenario).

3. Rate of change = (This would be the result from the previous context; e.g., "12" indicating pounds per month).

4. The Great Dane grew (this could be a numerical value, e.g., "12" or "15") pounds per month.

5. than the golden retriever (this could be "more" or "faster").

Putting it all together, it might look something like this:

• Change in x = 1 month
• Change in y = 12 pounds
• Rate of change = 12 pounds per month.
• c. The Great Dane grew 12 pounds per month more than the golden retriever.

Please adjust the numeric and descriptive values according to the specific details of your context or data!