Sketch a quintic function with odd symmetry and integral zeros. How do I do this? Like, what would an equation look like of a quintic function with point symmetry?
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Originally Posted by Coukapecker Sketch a quintic function with odd symmetry and integral zeros. How do I do this? Like, what would an equation look like of a quintic function with point symmetry? $\displaystyle y = x(x-1)(x+1)(x-2)(x+2)$
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