SOLUTION: A plane is currently at 200 ft and its descending at 10 ft per minute. The path of the gliding plane can be given by the following equation, y=-10x+200 where y is the height

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Question 824088: A plane is currently at 200 ft and its descending at 10 ft per minute. The path of the gliding plane can be given by the following equation,
y=-10x+200
where y is the height of the plane and x is the number of minutes.
In how many minutes will the plane land?

Answer by stanbon(75887)   (Show Source): You can put this solution on YOUR website!
A plane is currently at 200 ft and its descending at 10 ft per minute. The path of the gliding plane can be given by the following equation,
y=-10x+200
where y is the height of the plane and x is the number of minutes.
In how many minutes will the plane land?
------
y is zero when the plane lands.
-----
Solve: -10x + 200 = 0
-10x = -200
x = 20 minutes
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Cheers,
Stan H.
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