A downhill skier is traveling at a rate of 0.5 miles per minute, the skier travels ____mile in 18 minutes.

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Detailed Solution

Concept: The skier travels 9 miles in 18 minutes. To fix this issue, the relationship between time, speed, and distance should be used. We can calculate the distance the downhill skier traveled by dividing the speed, which is the rate, by the time taken, which is provided.
We have the following information based on the information provided.
Skiers on downhill slopes move at a speed of 0.5 miles per minute, therefore s=0.5mile/min.
The duration is 18 minutes, or t=18 min.
There is no need to convert the time unit to seconds since the time unit is canceled out because the speed is expressed in miles per hour and the time required is expressed in minutes.
The downhill skier's distance traveled in 18 minutes must be determined.
The following is the formula describing how time, speed, and distance are related.
=

s = \frac{d}{t}

where s stands for speed, d for distance, and t for transit time.
To determine the value of the distance traveled by the downhill skier, substitute the supplied values into the equation above.