Distance Probs: Jet Overtakes Light Plane at x A.M.

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  • Thread starter paulmdrdo1
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In summary, the light plane and jet plane depart from the airport at different times and travel at different speeds. To find the time when the jet will overtake the light plane, we can use the variable "t" to represent the time. The jet will overtake the light plane at the time "t-2" when the jet catches up to the light plane on the same route.
  • #1
paulmdrdo1
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A light plane leaves the airport at 9 A.M. traveling at an average speed of 200 miles
per hour . At 11 A.M. a jet plane departs and follows the same route. If the jet travels
at an average speed of 600 miles per hour, at what time will the jet overtake the
light plane?

how will i represent the time here?(use one variable only)
 
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  • #2
paulmdrdo said:
A light plane leaves the airport at 9 A.M. traveling at an average speed of 200 miles
per hour . At 11 A.M. a jet plane departs and follows the same route. If the jet travels
at an average speed of 600 miles per hour, at what time will the jet overtake the
light plane?

how will i represent the time here?(use one variable only)
Hello.

You observe that, if the first one uses a time "t", the second one will use a time "t-2".

You can, solve the question.:)

Regards.
 

FAQ: Distance Probs: Jet Overtakes Light Plane at x A.M.

What is the significance of the time x A.M. in the problem?

The time x A.M. is the specific time at which the jet overtakes the light plane. It is used as a reference point for calculating the distance traveled by both vehicles.

How is the distance between the jet and light plane calculated?

The distance between the jet and light plane is calculated using the formula d = rt, where d is the distance, r is the rate or speed of the vehicle, and t is the time. In this problem, the time is given as x A.M. and the rate of the jet is known to be faster than the light plane.

What factors can affect the accuracy of the distance calculation?

The accuracy of the distance calculation can be affected by various factors such as the wind speed and direction, altitude, air traffic, and the speed and direction of the vehicles. These factors can cause variations in the rate of the vehicles and can affect the time at which the jet overtakes the light plane.

What assumptions are made in this problem?

This problem assumes that the jet and light plane are traveling in a straight line and at constant speeds. It also assumes that there are no external factors such as weather conditions or mechanical issues that can affect the rates of the vehicles.

Can this problem be solved with different units of measurement?

Yes, this problem can be solved with different units of measurement as long as they are consistent. For example, the speeds can be given in miles per hour or kilometers per hour, and the time can be given in minutes or seconds. However, it is important to convert all units to the same measurement system to ensure accurate calculations.

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