If the coordinates of point C are (5, 5) and point D are (5, 10), what is the di

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Question: If the coordinates of point C are (5, 5) and point D are (5, 10), what is the distance CD? (2021)

Options:

Correct Answer: 5

Exam Year: 2021

Solution:

Distance CD = |10 - 5| = 5.

If the coordinates of point C are (5, 5) and point D are (5, 10), what is the distance CD? (2021)

If the coordinates of point C are (5, 5) and point D are (5, 10), what is the distance CD? (2021)

Step 1: Identify the coordinates of point C, which are (5, 5).
Step 2: Identify the coordinates of point D, which are (5, 10).
Step 3: Notice that both points C and D have the same x-coordinate (5).
Step 4: To find the distance between points C and D, focus on the y-coordinates: 5 (from point C) and 10 (from point D).
Step 5: Calculate the difference between the y-coordinates: 10 - 5.
Step 6: The result of the calculation is 5, which is the distance between points C and D.

Distance Between Two Points – The distance between two points in a Cartesian plane can be calculated using the formula for vertical or horizontal distances when the points share the same x or y coordinate.