Question1ath
The graph of a function is shown below. On which interval is the function increasing and nonlinear?
g/Decreasing \&: Linear/Non-
g vs. Decreasing Linear
se
Increasing or Decreasing
ator
Salmon
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Studdy Solution
STEP 1
1. The function is continuous and differentiable over the given interval.
2. The graph is nonlinear between the specified points.
3. The function is increasing where the slope of the tangent is positive.
STEP 2
1. Identify the intervals where the function is increasing.
2. Determine which of these intervals are nonlinear.
STEP 3
Identify the intervals where the function is increasing:
- From the description, the function increases after reaching a minimum point and before reaching a maximum point.
STEP 4
Determine which of these intervals are nonlinear:
- The graph is described as nonlinear between approximately and .
- The function is increasing in this interval from the minimum point to the maximum point.
The interval where the function is increasing and nonlinear is approximately:
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