Back to the lesson and practice

Works with a finger, a stylus or a mouse. Nothing is saved or sent anywhere.

Write your answers with a finger, mouse or stylus. Switch to Scroll to move around the page. A stylus always writes.

eurekami

Distance between two points with Pythagoras

8th grade (Year 9 in England) Β· 16 questions Β· Common Core: 8.G.B.8 Β· England: KS3 Geometry and measures, GCSE Foundation Geometry and measures

Name

Date

Score/ 16

  1. Question 1

    Find the distance between (βˆ’5, 0) and (βˆ’1, βˆ’3).

    xyβˆ’66βˆ’12βˆ’66120AB

    Answer

  2. Question 2

    Find the distance between (βˆ’3, βˆ’4) and (βˆ’2, βˆ’7), to 1 decimal place.

    xyβˆ’12βˆ’6612βˆ’12βˆ’66120AB

    Answer

  3. Question 3

    Find the distance between (βˆ’5, βˆ’4) and (3, 2).

    xyβˆ’66βˆ’12βˆ’66120AB

    Answer

  4. Question 4

    Find the distance between (βˆ’4, βˆ’5) and (βˆ’3, βˆ’4), to 1 decimal place.

    xyβˆ’12βˆ’6612βˆ’12βˆ’66120AB

    Answer

  5. Question 5

    Find the distance between (βˆ’3, βˆ’2) and (0, βˆ’6).

    xyβˆ’66βˆ’12βˆ’66120AB

    Answer

  6. Question 6

    Find the distance between (3, βˆ’5) and (5, βˆ’7), to 1 decimal place.

    xyβˆ’12βˆ’6612βˆ’12βˆ’66120AB

    Answer

  7. Question 7

    Find the distance between (βˆ’3, βˆ’2) and (3, 6).

    xyβˆ’66βˆ’12βˆ’66120AB

    Answer

  8. Question 8

    Find the distance between (βˆ’4, βˆ’1) and (βˆ’5, βˆ’6), to 1 decimal place.

    xyβˆ’12βˆ’6612βˆ’12βˆ’66120AB

    Answer

  9. Question 9

    Find the distance between (βˆ’6, βˆ’4) and (βˆ’3, 0).

    xyβˆ’66βˆ’12βˆ’66120AB

    Answer

  10. Question 10

    Find the distance between (βˆ’1, βˆ’5) and (1, βˆ’11), to 1 decimal place.

    xyβˆ’12βˆ’6612βˆ’12βˆ’66120AB

    Answer

  11. Question 11

    Find the distance between (0, βˆ’1) and (6, 7).

    xyβˆ’66βˆ’12βˆ’66120AB

    Answer

  12. Question 12

    Find the distance between (0, βˆ’2) and (βˆ’2, 2), to 1 decimal place.

    xyβˆ’12βˆ’6612βˆ’12βˆ’66120AB

    Answer

  13. Question 13

    Find the distance between (βˆ’3, 0) and (2, 12).

    xyβˆ’66βˆ’12βˆ’66120AB

    Answer

  14. Question 14

    Find the distance between (2, βˆ’2) and (7, βˆ’5), to 1 decimal place.

    xyβˆ’12βˆ’6612βˆ’12βˆ’66120AB

    Answer

  15. Question 15

    Find the distance between (βˆ’5, βˆ’6) and (3, 0).

    xyβˆ’66βˆ’12βˆ’66120AB

    Answer

  16. Question 16

    Find the distance between (βˆ’5, βˆ’4) and (1, 2), to 1 decimal place.

    xyβˆ’12βˆ’6612βˆ’12βˆ’66120AB

    Answer

Write your answers right on the page. Β· Free from eurekami.com

All done? Check your answers
  1. 5
  2. 3.2
  3. 10
  4. 1.4
  5. 5
  6. 2.8
  7. 10
  8. 5.1
  9. 5
  10. 6.3
  11. 10
  12. 4.5
  13. 13
  14. 5.8
  15. 10
  16. 8.5