An object moves along the graph of y = f(x). At a certain point, the slope of the curve is 1/2 and the x coordinate of the object is decreasing at the rate of 3 units per second. At that point, how fast is the y-coordinate of the object changing?
This is the problem. What is that 1/2? Isn't it the rate of change of Y, since it is the slope at that point?
How would you solve it?

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