Two planes flew at the same speed, One plane flew for 6 hours, and the second for 9 hours, the second plane

Two planes flew at the same speed, One plane flew for 6 hours, and the second for 9 hours, the second plane flew 2400 km more. What is the distance between the planes as they flew in different directions.

The required number of kilometers, on which the planes will be located, will be determined by means of the conditional variable “X”.

The next step, applying these problems, we have the equation: X = (2400 / (9 – 6)) x (9 + 6).

Based on the results of solving this equation, we have X = (2400/3) x 15 = 800 x 15 = 12000 kilometers.

Answer: the distance between the planes will be 12,000 kilometers.



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