Find a formula for the quadratic function whose graph has axis of symmetry $x=3.5$, $y$ - intercept at $y=6$, and contains the point $(1,-12)$.

Name: Find a formula for the quadratic function whose graph has axis of symmetry $x=3.5$, $y$ - intercept at $y=6$, and contains the point $(1,-12)$.
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The Answer of Find a formula for the quadratic function whose graph has axis of symmetry $x=3.5$, $y$ - intercept at $y=6$, and contains the point $(1,-12)$.

Find a Formula for the Quadratic Function Whose Graph Has x=3.5x=3.5x=3.5

Find a Formula for the Quadratic Function Whose Graph Has $x=3.5$