Unit 3 Week 8 Quiz
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Question
Compare the following functions:
Function A:
For Function A: What is the slope/rate of change for the interval of f(0) to f(4)?
; for f(4) to f(8)?
Function B:
For Function B: What is the slope/rate of change for the interval of f(0) to f(4)?
; for f(4) to f(8)?
as the larger slope.
has the larger y-intercept.
It is not possible to answer this question as the functions are not provided.
To compare the slopes/rates of change for the given intervals, we can use the formula:
Slope = (change in y) / (change in x)
For Function A:
We need to find the change in y and change in x for the intervals of f(0) to f(4) and f(4) to f(8).
For the interval of f(0) to f(4):
change in y = f(4) - f(0)
change in x = 4 - 0
For the interval of f(4) to f(8):
change in y = f(8) - f(4)
change in x = 8 - 4
Similarly, we can calculate the change in y and change in x for Function B for the same intervals.
Once we have the values for change in y and change in x for both functions, we can calculate the slopes and compare them to answer the question.