Final answer:
The relationship between distance and time for a whale traveling at 800 yards per minute is represented by a straight line on a coordinate plane, where time is on the x-axis and distance on the y-axis, showing a constant velocity.
Step-by-step explanation:
To represent the relationship between distance and time for a whale traveling at 800 yards per minute, we can use a coordinate plane. In a distance vs. time graph, time is typically represented on the horizontal axis (x-axis) and distance on the vertical axis (y-axis). Since the whale is traveling at a constant velocity, the graph would be a straight line that goes up at a steady rate, starting from the origin (0,0).
The steps to plot this on the coordinate plane would be:
- Choose an appropriate scale for the x-axis to represent time, for instance, 1 unit could represent 1 minute.
- Choose an appropriate scale for the y-axis to represent distance, for instance, 1 unit could represent 800 yards.
- From the origin (0,0), draw a straight line at a 45-degree angle which indicates that for every unit of time, the whale travels 800 yards.
This linear relationship indicates a uniform velocity where the whale's distance from the starting point increases proportionally to the time elapsed since the journey began.