The graph of the function below does not intersect the -axis.
The parabola's vertex is marked A.
Find all values of where
.
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The graph of the function below does not intersect the -axis.
The parabola's vertex is marked A.
Find all values of where
.
Based on the given graph characteristics, we conclude that the parabola never intersects the -axis and is therefore entirely above it due to opening upwards. This means the function is always positive for every .
Thus, the correct choice is:
Therefore, the solution to the problem is the domain is always positive.
The domain is always positive.
The graph of the function below intersects the X-axis at points A and B.
The vertex of the parabola is marked at point C.
Find all values of \( x \) where \( f\left(x\right) > 0 \).
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