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Linear/Quadratic/Exponential 2026
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Linear/Quadratic/Exponential Parabola - CORRECT ANSWER >>>the U-shaped graph made by a quadratic function Vertex - CORRECT ANSWER >>>The lowest or highest point on a parabola. It lies on the axis of symmetry Axis of Symmetry - CORRECT ANSWER >>>The vertical line that cuts the parabola in half. Starts with x = Standard Form of a Linear Function - CORRECT ANSWER >>>Ax + By = C Slope-intercept Form of a Linear Function - CORRECT ANSWER >>>y = mx + b m = slope b = y-intercept x-intercept - CORRECT ANSWER >>>The point where the graph crosses the x-axis. Also known as the roots, solutions, or zeros in quadratics. ON THE X- AXIS y-intercept - CORRECT ANSWER >>>The point where the graph crosses the y-axis. ON THE Y-AXIS Maximum - CORRECT ANSWER >>>The highest y-value of the vertex. Minimum - CORRECT ANSWER >>>The lowest y-value of the vertex. Domain of a Linear, Quadratic and Exponential Function - CORRECT ANSWER >>>All real numbers Range of a Quadratic Function - CORRECT ANSWER >>>If open upward, y is greater than or equal to the minimum value. If open downward, y is less than or equal to the maximum value. Point Slope Form of a Linear Function - CORRECT ANSWER >>>y - y1 = m(x - x1) Positive Slope - CORRECT ANSWER >>>The slope of a line going up to the right Negative Slope - CORRECT ANSWER >>>The slope of a line going down to the right
Undefined Slope - CORRECT ANSWER >>>The slope of a vertical line Zero Slope - CORRECT ANSWER >>>The slope of a horizontal line Initial value, starting point, y-intercept - CORRECT ANSWER >>>The a of y = a(b)^x. Range of an Exponential Function - CORRECT ANSWER >>>The y values greater than the asymptote Asymptote - CORRECT ANSWER >>>The horizontal line the graph approaches in an exponential function, almost always y= Slope - CORRECT ANSWER >>>The steepness of a line on a graph, also known as rate of change, and rise over run, represented by the m R0XS - CORRECT ANSWER >>>Roots, Zeros, X-intercepts, Solutions Exponential Growth - CORRECT ANSWER >>>The graph increases rapidly, when b > 1 in y = a(b)^x Exponential Decay - CORRECT ANSWER >>>The graph decreases rapidly, when b < 1 in y = a(b)^x Domain - CORRECT ANSWER >>>All possible x-values, read from left to right Range - CORRECT ANSWER >>>All possible y-values, read from bottom to top Function - CORRECT ANSWER >>>a relation in which every x-value is paired with exactly one y-value, x-values cannot repeat Not a function - CORRECT ANSWER >>>x-values repeat, fails the vertical line test One solution - CORRECT ANSWER >>>The point of intersection for a system of equations Infinitely Many Solutions - CORRECT ANSWER >>>Any value for the variable would make the equation true, basically the same line on top of the other. No Solution to System of Equations - CORRECT ANSWER >>>When a System of Equation creates parallel lines Roots - CORRECT ANSWER >>>The "R" in R0XS Zeros - CORRECT ANSWER >>>The "0" in R0XS