Asked by lambe
A truck leaves an intersection going 42 miles per hour. Half an hour later, a car going 62 miles per
hour follows the truck. If x is the time, in hours, required for the car to catch the truck, then which of
the following equations can be used to solve for x?
hour follows the truck. If x is the time, in hours, required for the car to catch the truck, then which of
the following equations can be used to solve for x?
Answers
Answered by
Reiny
Not sure about your invisible equations, but mine would be
42x = 62(x - 1/2)
42x = 62(x - 1/2)
Answered by
Math man
Since x is the amount of time it takes for both vehicles to travel a distance specified. you set those 2 rates equal to each other. In the Problem, it specifies that the starting points for both vehicles are not the same. The Truck has a half an hour head start on the car, and since we know the rate at which the car is traveling. We can find the difference in starting points.
The truck travels 42m/h * .5h = 21m.
42x + 21 = 62x
The truck travels 42m/h * .5h = 21m.
42x + 21 = 62x
Answered by
Rose
I FIND IT DIFFICULT