click below
click below
Normal Size Small Size show me how
vc 3
lol
| Question | Answer | |
|---|---|---|
| Standard Form (p 130) | Ax+By=C | |
| X-intercept (p 131) | The x-coordinate of a point where the graph crosses the x-axis. (occurs when y=0) | |
| Y-Intercept (p 131) | The y-coordinate of a point where the graph crosses the y-axis. (occurs when x=0) | |
| Slope (p 136) | "M" of a non vertical line passing through two points and is the ratio of rise to the run. | |
| Rise (p 136) | Change in y. | |
| Run (p 136) | Change in x. | |
| Slope-Intercept Form (p 138) | A linear equation written in the form y=mx+b | |
| Constant Function (p 138) | A linear equation written in the form y=0x+b or y=b | |
| Family of Functions (p 146) | A group of functions with similar characteristics. | |
| Parent Function (p 146) | The most basic function in a family of functions. | |
| Transformation (p 146) | A change in size, shape, position, or orientation of a graph. | |
| Translation (p 146) | A transformation that shifts a graph horizontally and/or vertically but does not change in size, shape, position, or orientation of the graph. | |
| Reflection (p 147) | A transformation that flips a graph over a line called the line of reflection. | |
| Horizontal Shrink (p 148) | A transformation that causes the graph of a function to shrink toward the y axis when all the x coordinates are multiplied by a factor "a" where a>1. | |
| Horizontal Stretch (p 148) | A transformation that causes the graph of a function to stretch away from the y axis when all the x coordinates are multiplied by a factor "a" where 0<a<1. | |
| Vertical Shrink (p 148) | A transformation that causes the graph of a function to shrink toward the x axis when all the y coordinates are multiplied by a factor "a" where 0<a<1 | |
| Vertical Stretch (p 148) | A transformation that causes the graph of a function to stretch away from the x axis when all y coordinates are multiplied by a factor "a" where a>1 | |
| Absolute Value Function (p 156) | A function that contains an absolute value expression. | |
| Vertex (p 156) | The point where a graph changes direction | |
| Vertex Form of an absolute value function (p 158) | An absolute value function written in the form f(x)=a |x-h|+ k where a does not equal 0 |