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Quadratic Vocabulary

Across
A graph of a curve that is bent upward
The point at which a line intercepts the x- or the y-axis.
The point at which the graph crosses the y-axis. Written as (0,y)
The graph of a curve that is bent downward
The u-shaped graph of a quadratic equation.
The largest y-value of a quadratic equation
The squeezing of the parabola towards the x-axis.
The minima or maxima of a function
Adding or multiplying a constant to a function, and it changes the function's position and / or shape
A function that when evaluated for -x, results in a function that is the same as the original function.
The transformation of a function where the shape and size of the function remain the same, but the function moves horizontally and/or vertically.
Line through the vertex of a parabola about which the parabola is symmetric
With respect to a curve, the property of being arched upward or downward
Down
When evaluated for -x, does not result in odd or even function
Pulling of the parabola and stretching it away from the x-axis
A function that when evaluated for -x, results in a function that is opposite the original function.
Written as f(x)=ax^2+bx+c. a is the coefficient of the quadratic term, b is the coefficient of the linear term, and c is the constant.
The interval of a function for which the output values are becoming smaller as the input values are becoming larger.
The point at which the graph crosses the x-axis. Written as (x,0)
Behavior of the graph as x approaches positive and negative infinity
The smallest y-value of a quadratic equation.
Function that can be written in the form of f(x)=ax^2+bx+c
Set of all input values (x-values)
The interval of a function for which the output values are becoming larger as the input values are becoming larger.
The point on a parabola that is the max or the min.