To determine the transformation from line B to line C, we need to analyze the changes in both slope and position of the lines on the coordinate plane.
If line C has a steeper slope than line B, we could say that "the slope of the line has been increased." If line C is directly above or below line B by a certain number of units, we could say that the line has moved up or down along the y-axis.
Based on the options provided:
- "The slope of the line has been increased by a factor of 5 units."
- "The line has moved up 5 units on the y-axis."
- "The line has been decreased by a factor of 5 units."
- "The line has moved down 5 units on the y-axis."
Without the specific image, I'll guide you through how to choose the right option:
- If the transformation involves an increase in steepness (meaning the slope has changed), choose the first or third option.
- If the transformation only involves a vertical shift (up or down), choose the second or fourth option based on whether it moved up or down.
Please confirm the change either in slope (increased or decreased) or location (up or down), and select the appropriate response based on that.
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