Math With Mr DJ

Grade 6 · The Number System · 6.NS.C.8

Distance on the Coordinate Plane Worksheets

Free, printable, and ready to teach: a practice worksheet, homework, an exit ticket, and an answer key with step-by-step solutions — plus lesson slides you can edit. No sign-up needed.

First page of the distance on the coordinate plane practice worksheet Open the practice worksheet
Key idea

Two points sharing a coordinate lie on a straight line. Subtract the coordinates that DIFFER and take the absolute value: from (−8, 0) to (−1, 0), distance = |−1 − (−8)| = |7| = 7 units. Check by counting along the line.

Sample problems

  1. Find the distance between (1, 4) and (1, 9).
  2. Find the distance between (5, 2) and (11, 2).
  3. Find the distance between (−3, 7) and (4, 7).
  4. Find the distance between (−8, 0) and (−1, 0).

Common mistakes to watch for

  • Subtracted the x-coordinates (2 − 2 = 0) instead of the coordinates that differ.
  • Answered 2 — computed 6 − 4 and forgot that subtracting a negative adds. Count on a line: from −4 to 0 is 4, then 0 to 6 is 6, total 10.
  • Answered 9 by adding 7 and 2. Both points are on the SAME side of zero, so you subtract the distances, not add them.

The answer key explains each one, so you can tell what a wrong answer means.

How to use this set

  1. Teach with the slides (about 15 minutes), or watch the video together.
  2. Practice with the worksheet. Questions climb from fluency to application to reasoning.
  3. Check understanding with the exit ticket, and send the homework home.
  4. Mark with the answer key — each answer shows the steps and the most likely mistake.

Get new worksheets first

New worksheets, videos, and free resources from Mr DJ — about once a month. No spam, ever.