Cyclists A and B rode alone a straight one way road starting from the same location and they rode for one hour. Cyclist A rode half the time at a speed of 10 miles/hour and the other half at a speed o
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Distance word problems are a common type of algebra word problems. They involve a scenario in which you need to figure out how fast, how far, or how longone or more objects have traveled. These are often called train problems because one of the most famous types of distance problems involves finding out when two trains heading toward each other cross paths.
In this lesson, you'll learn how to solve train problems and a few other common types of distance problems. But first, let's look at some basic principles that apply to anydistance problem.
In this lesson, you'll learn how to solve train problems and a few other common types of distance problems. But first, let's look at some basic principles that apply to anydistance problem.
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Cyclists A and B rode along a straight one way road starting from the same location and they both rode for an hour....
Cyclists A and B rode along a straight one way road starting from the same location and they both rode for an hour. Cyclist A rode half the time with speed 10 miles/ hour and the other half time with speed 30 miles/ hour. Cyclist B rode half the total distance with speed 10 miles/ hour and half the distance with speed 30/ hours. Sketch a graph of the distance function for both cyclists. Calculate
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