The axis of symmetry of function f is x = ____. The axis of symmetry of function g is x = ____.
The axis of symmetry of function f is x = ____. The axis of symmetry of function g is x = ____
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The axis of symmetry of function f is x = ____. The axis of symmetry of function g is x = ____.
To find the axis of symmetry for any quadratic function in the form ( f(x) = ax^2 + bx + c ), you can use the formula:
[
x = -frac{b}{2a}
]
This formula gives you the x-coordinate of the vertex of the parabola, which is also the axis of symmetry.
For function ( f ), identify the coefficients ( a ) and ( b ) from its equation, plug them into the formula, and you will get the axis of symmetry. Repeat the same process for function ( g ).
If you provide the specific equations for functions ( f ) and ( g ), I can calculate their axes of symmetry for you!