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Mathematics
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Suppose that in a system of equations, x represents the time spent riding a bike, y represents the distance traveled, and you determine the solution to be (1, -7). Use this problem to discuss the importance of analyzing solution in the context of real-world problems.
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is this the entire question?
yeah
i am trying to think of how "distance travelled" can be negative
was there not system to solve? or any word problem to go along with this?
I'm confused by it as well, nope this is all there is
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well perhaps that is what they want you to say in the real world distance travelled can't be negative, so the solution \((1,-7)\) makes no sense
maybe but idk
me neither, but that is my best guess
thanks
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