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The graph below represents the journey of a cyclist - Junior Cycle Science - Question 7 - 2019

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The graph below represents the journey of a cyclist. (a) Name an instrument that could be used to measure the time taken for the journey. (b) Calculate the average... show full transcript

Worked Solution & Example Answer:The graph below represents the journey of a cyclist - Junior Cycle Science - Question 7 - 2019

Step 1

a) Name an instrument that could be used to measure the time taken for the journey.

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Answer

A suitable instrument that could be used to measure the time taken for the journey is a stopwatch or a timer.

Step 2

b) Calculate the average speed of the cyclist as he travelled from point A to point B.

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Answer

To calculate the average speed, we use the formula:

v=distancetimev = \frac{{\text{distance}}}{{\text{time}}}

From the graph, the distance travelled from point A to point B is 100 m, and the time taken is 40 s. Thus, the average speed is:

v = \frac{100 ext{ m}}{40 ext{ s}} = 2.5 ext{ m/s}$$

Step 3

c) Describe the cyclist’s motion between points B and C of his journey.

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Answer

Between points B and C, the cyclist was stopped or had a speed of zero. This is indicated by the horizontal line on the graph, which shows no change in distance over time.

Step 4

d) The cyclist’s speed as he travelled from point A to point B was less than his speed as he travelled from point C to point D. What evidence is there in the graph to support this?

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Answer

The evidence in the graph that supports this statement is that the line from A to B has a less steep slope, indicating a smaller speed, while the line from C to D is steeper, indicating a greater speed as the distance increases more rapidly over the same time.

Step 5

e) Describe what the cyclist did at point D.

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Answer

At point D, the cyclist turned back or returned.

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