To find Johan's rate of speed, we can use the formula d=rt. Given that Johan travels 35 miles in 1.75 hours, we can substitute d=35 and t=1.75 into the formula. This gives us:
35 = r * 1.75
To find r, we can divide both sides of the equation by 1.75:
35/1.75 = r
Dividing 35 by 1.75 gives us r=20.
Therefore, Johan's rate of speed is 20 miles per hour. This means that he can travel 20 miles in one hour.
The solution to the real-world problem is that Johan's rate of speed is 20 miles per hour. This means that he can cover a distance of 20 miles in one hour of travel.
The distance formula can be written as d=rt
, where d=
distance traveled, r=
the rate of speed, and t=
the length of time traveled. Johan travels 35 miles by bicycle in 1.75 hours. What is Johan’s rate of speed in miles per hour? Explain the solution to the real-world problem.
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