The graph shows the distances traveled by two hikers over several hours.

A graph measuring distance and time. Two lines, labeled Hiker A and Hiker B, exit the origin to show that distance increases as time increases

Which hiker is moving at a faster rate?


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Hiker is moving at a faster rate.

The graph shows the distances traveled by two hikers over several hours A graph measuring distance and time Two lines labeled Hiker A and Hiker B exit the origi class=

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Answer:

Hiker A is moving at a faster rate.

Step-by-step explanation:

When two lines are being compared, the one that moves faster is the one with the higher slope.  Looking at these two graphs, we see that the graph of Hiker A has a higher slope; therefore Hiker A is moving faster.

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Using the information depicted on the graph, the speed of the hikers is given by the slope of the graph. Hence, Hiker A is moving at a faster rate.

The steepness of the slope of a linear graph can be used to measure the rate of change.

Steeper slope means a higher rate of change. Since, Hiker A has a steeper slope, then he is moving at a faster rate.

Therefore, the hiker moving at a faster rate is hiker A.

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