The Maths Prof: Rates of Change, Derivatives (Part 2)
The Maths Prof・2 minutes read
The x coordinates of point P on the curve y = 8/7 - 2x, with varying rates of change, are determined to be 1 and 6 through differentiation and solving the equation based on the rates provided.
Insights
- The x coordinate of point P can be either 1 or 6 based on the rates of change provided in the equation.
- The equation derived from the rates of change reveals that the x values of point P are crucial in determining the movement along the curve y = 8/7 - 2x.
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Recent questions
How does the point move along the curve?
It moves with increasing x and y coordinates.
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