1. ## Odd Polynomial Functions

Prove algebraically and explain grahically why a polynomial that is an odd function is no longer an odd function when a non-zero constant is added. Provide examples.

2. Originally Posted by ahling
Prove algebraically and explain grahically why a polynomial that is an odd function is no longer an odd function when a non-zero constant is added. Provide examples.

Q(-x)=P(-x)+m=-P(x)+m $\displaystyle \neq$ -Q(x)=-(P(x)+m)