Quick Applet showing vertex and standard forms of quadratic function..

[b][color=#1551b5]Rational Functions[/color][/b] In this activity, we are exploring transformations[list] [math](a/(x-h))+k[/math]

[color=#b20ea8][b]Discuss how the rational functions changes for each transformation.[/b][/color] [color=#d69210]For questions 1 - 3, if you are not sure, view this video for help: [url]https://www.youtube.com/watch?v=z18pBnGlKuw[/url][/color] 1. Input 3 for a. What do you notice? Is it a stretch, compression, or reflection? 2. Input 0.3 for a. What do you notice? Is it a stretch, compression, or reflection? 3. Input -3 for a. What do you notice? Is it a stretch, compression, or reflection? 4. What happens when the vertical asymptote is 3? 5. What happens when the vertical asymptote is -3? 6. What happens when the horizontal asymptote is 3? 7. What happens when the horizontal asymptote is 3? 8. Write the equation of the function that would stretch by 2, move2 4 position to the left, and 1 unit down. Type these changes into the input boxes to check your equation. 9. Write the equation of the function that would have a reflection but does not stretch or compress, move 5 position to the right, and does not move up or down. Type these changes into the input boxes to check your equation.