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  1. 1. Find the distance between :23,5 ; and :17,5 ;. 2. If a segment’s midpoint is :7,3 ; and one endpoint is :13,9 ;, find the other endpoint. (Hint: set up an equation with your known values and variables for the unknown). 3. Adam’s city planner has called and needs help designing a city park.

  2. This document contains 9 word problems about calculating distance and displacement from travel scenarios. The distance is the total distance covered between all points of travel, while displacement is the straight line distance between the starting and ending points.

  3. Put these common metric units of distance in order from shortest to longest. Which metric unit is closest in length to a yard? Which metric unit is closest in length to a mile?

  4. distance between the two points. -2- ©c Z2y0N1 C1V wKLuGtKar qS go bf ktownarRew eL1LTCX.S P sA NlHlB VrwiHgZhBtjsw HrmeusKeTr cvpe5dV.L K SMOaOdme Q WwWixt pho WIhnbf Ri8nSivtJeM Gge3o dm0ect 4rGyM.N Worksheet by Kuta Software LLC

  5. What is the shortest distance the helicopter can travel to get to the enemy patrol? 4. On a map’s coordinate grid, (Walt City is located at −1,−3) and Koshville is located at (4,9).

  6. Position, Distance and Displacement Worksheet 1aDistance and displacement 1. Frank is driving along a straight highway when he notices a marker that says “260km”. He continues to the 150-km marker and then turns around and goes back to the 175-km marker. a) What is the total distance travelled?

  7. This Distance and Displacement Walkthrough Worksheet discusses the difference between distance and displacement. Includes questions for students to try.

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