
Paris R.
asked 11/07/22Graphical Polynomials
What is the rate of change between x=0 and x=5?
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1 Expert Answer
Let P(x) be the polynomial. The rate of change on any interval is equal to the slope of the secant line connecting the two endpoints of the interval:
Rate of Change = (P(5)-P(0)) / (5-0)
You did not provide the polynomial function P(x), but you can compute the values of P(5) and P(0) for yourself (or read them from the graph, if provided).
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William W.
We would either need to see the graph or have the equation to help you. But, the average rate of change is (f(5) - f(0))/(5 - 0)11/07/22