Given the function:
Determine for which values of x the following holds:
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Given the function:
Determine for which values of x the following holds:
The function is quadratic with a negative leading coefficient, meaning the parabola opens downward. This implies that the function cannot be greater than zero for any real value of because it reaches its maximum (zero) at and decreases as increases.
Therefore, there are no values for which .
The correct choice reflecting this conclusion is: No x.
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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