# Functions - Reciprocal - Polynomials - Draggable

• Show how the graphs of $$f(x)$$ and $$\frac {1}{f(x)}$$ relate to each other
• $$f(x)$$ is defined by draggable points
• Choose from:
• $$f(x)=ax+b$$
• $$f(x)=ax^2+bx+c$$
• Moveable points:
• Green points (that define $$f(x)$$)
• Black "tracer" point