The document summarizes five exhibits chosen to represent different mathematical functions: 1) A negative parabolic arch represented by the equation F(x)=a(x^2)-b. 2) A positive parabolic upward arch represented by the equation y=0.03x^2. 3) A ripple pattern represented by a sinusoidal function g(x)=a(sin)[b(x+c)]. 4) A straight line represented by the linear equation y=mx+b. 5) A V-shape represented by an absolute value equation f(x)=|ax|.

1. Algebra II/Trigonometry Final Project 2010 By Taylor K. and Daniel

2. EXHIBIT ONE The Dillard's Parabolic Arch!

4. Exhibit 2 I-25 Parabola the 2nd

6. Exhibit 3 Grampa's Jumprope

7. We chose a sinusoidal function here because it accurately reflects the ripple pattern associated with said function SSSSSinusoidal Function! g(x)=a(sin)[b(x+c)] y=2.1sin[0.79(x+7.41)]

8. Exhibition Four Grampa's Outdoor Ruler

10. Exhibit Five Umm... It's a V!

11. Absolute value equation We chose this equation because the photo represents a V shape, the same shape created by absolute value equations f(x)=|ax| y=|0.64x|

13. THE END Two consecutive Golden Parabolas