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Two lines marked line L and line K are drawn on a coordinate plane. Both axes range from negative 10 to 10 in unit increments....Asked by x
Two lines marked line L and line K are drawn on a coordinate plane. Both axes range from negative 10 to 10 in unit increments.
Describe the difference between line K
and line L
based on the pictures.
(1 point)
Line K
has been moved up (___)
units on the y-axis to line L
.
Describe the difference between line K
and line L
based on the pictures.
(1 point)
Line K
has been moved up (___)
units on the y-axis to line L
.
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To accurately describe the difference between line K and line L based on their positions on a coordinate plane, you would need to determine the vertical distance between the two lines.
If you observe that line K is positioned lower than line L, you can count the number of unit increments it has been moved up along the y-axis. For example, if line K is at y = 2 and line L is at y = 5, then you can say:
Line K has been moved up (3) units on the y-axis to line L.
If you have specific coordinates for the two lines, you can simply subtract the y-value of line K from the y-value of line L to find the number of units it has been moved up. Please provide those specific details if needed for a more precise answer!
If you observe that line K is positioned lower than line L, you can count the number of unit increments it has been moved up along the y-axis. For example, if line K is at y = 2 and line L is at y = 5, then you can say:
Line K has been moved up (3) units on the y-axis to line L.
If you have specific coordinates for the two lines, you can simply subtract the y-value of line K from the y-value of line L to find the number of units it has been moved up. Please provide those specific details if needed for a more precise answer!
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