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Approximating instantaneous rate of change with average rate of change . . . Let's see 54 divided by 2 is 27 So it's 27 4 So we can use that as our approximation for the instantaneous rate of change for the slope of the tangent line And now we have to actually figure out what that equation actually is They don't just want the slope So this is the slope right over here And they say that they want it in point-slope