Use the table to draw a distance-time graph. 6. (a) (ii) Using the graph, how far did the cyclist travel in 1…

Question

Use the table to draw a distance-time graph. 6. (a) (ii) Using the graph, how far did the cyclist travel in 1 hour 30 minutes?

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6. (a) A cyclist travelled at a constant speed from Koforidua to Nkawkaw. The distance covered every 15 minutes is shown in the table below.

Distance (km)	0	12	24	36	48	60	72	84	105
Time (mins)	0	15	30	45	60	75	90	105	120

6. (a) (i) Use the table to draw a distance-time graph.
To draw the graph, plot the points (Time, Distance) from the table on a coordinate plane. For example, plot (0,0), (15,12), (30,24), and so on. Connect these points with a straight line, as the speed is constant.

6. (a) (ii) Using the graph, how far did the cyclist travel in 1 hour 30 minutes?

Convert 1 hour 30 minutes to minutes.
$1 \text{ hour } 30 \text{ minutes} = 60 \text{ minutes} + 30 \text{ minutes} = 90 \text{ minutes}$
Locate 90 minutes on the time axis of your graph (or directly from the table).
From the table, when Time = 90 minutes, Distance = 72 km.
The cyclist travelled $\boxed{\text

Use the table to draw a distance-time graph. 6. (a) (ii) Using the graph, how far did the cyclist travel in 1 hour 30 minutes?

Step-by-step solution

Convert 1 hour 30 minutes to minutes.

Locate 90 minutes on the time axis of your graph (or directly from the table).

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