MATHEMATICS HIGH SCHOOL

An airplane is currently at an elevation of 8500 feet above sea level. The airplane is losing elevation at a rate of 150 feet per minute to land. Whichequation represents the elevation of the plane, y, after m minutes
Oy=150-8500m
O y=8500m-150
O y=8500-150m
O y=150m-8500

Answers

Answer 1
Answer:

Answer:the answer is y=8500-150m

Step-by-step explanation:I say this because 150 is the amount of feet that it drops per minute m stands for minute so you would be multiplying 150 by whatever m would be.
Answer 2
Answer:

Final answer:

The equation representing the airplane's elevation after m minutes is y = 8500 - 150m, where 8500 is the original elevation and 150m is the cumulative loss of elevation.

Explanation:

The question is trying to establish an equation that represents the elevation of the airplane in relation to time. Given the airplane starts at an elevation of 8500 feet and is losing height at the rate of 150 feet per minute, to find the elevation y after m minutes, we need to subtract the total feet lost from the original elevation. Therefore, the equation that represents this situation is: y = 8500 - 150m.

In this equation, 8500 is the original elevation and 150m represents the cumulative loss of elevation for each minute (encompassing m minutes).

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Answers

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