Question
Estimate the average rate of change over the interval [5.13, 8.77
Answers
GPT 3.5
In order to estimate the average rate of change over the interval [5.13, 8.77], you need to know the values of the function at the endpoints of the interval.
Let's say the function is f(x) and the values at x=5.13 and x=8.77 are f(5.13) and f(8.77) respectively.
The average rate of change over the interval [5.13, 8.77] is given by:
Average Rate of Change = (f(8.77) - f(5.13)) / (8.77 - 5.13)
You will need to substitute the values of f(8.77) and f(5.13) into the formula to calculate the average rate of change.
Let's say the function is f(x) and the values at x=5.13 and x=8.77 are f(5.13) and f(8.77) respectively.
The average rate of change over the interval [5.13, 8.77] is given by:
Average Rate of Change = (f(8.77) - f(5.13)) / (8.77 - 5.13)
You will need to substitute the values of f(8.77) and f(5.13) into the formula to calculate the average rate of change.