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This document contains several distance-time graphs and questions about journeys by car, train, bicycle, and on foot. It asks for details like distances traveled, speeds, times stopped, and total times.
Distance Charts. Question 1: The table shows the distances, in kilometres, between some towns. (a) Write down the distance between Newtown and Greensville. (b) Write down the names of the two towns that are the most distance apart. (c) Which two towns are exactly 9 kilometres apart.
The distance-time graph shows information about her journey. (a) What time did Emma begin her journey? (b) How far was Emma from home at 8am? (c) How long did Emma stay at her Grandmother’s house? (d) What time did Emma leave her Grandmother’s house? (e) How far was Emma from home at 11:45?
Kristina’s journey is shown on the distance-time graph below. (a) Work out Kristina’s average speed, in kilometres per hour. (b) Use the information to plot Lucas’s journey on the same distance-time graph.
How to draw distance time graphs. In order to draw distance-time graphs: Draw/label the horizontal axis for the time and a vertical axis for the distance. Use the information about the distance or speed of the object to plot points on the graph. Join the points with straight line segments.
Making a graph showing distance and time can tell you a great deal about the motion of an object. Look at the axes below. Time is always plotted along the X-axis and Distance is always plotted along the Y-axis. Time is usually in seconds but can also be in minutes or hours.
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