What is a multiplicity
are you talking about polynomials?
roots or zeroes of a polynomial?
Yeah, context matters.
yes the roots and zeros of a polynomial sorry
Specifically the zero is a 7 and the multiplicity is 2
okay, a polynomial generally describes a curve on a graph. zeroes are the points on the curve where the curve intersects the horizontal axis or the independent axis. multiplicity of a root simply defines how many times the curve intersects the horizontal axis. for example, the curve (x+2)(x-3) = 0 has roots at x = -2 and x = 3 that means the curve intersects the x axis at x = -2 once and x =3 once. in other words, the root -2 has multiplicity of 1 for the curve(x+2)(x-3) and the root 3 has multiplicity of 1 for the curve(x+2)(x-3). in your case the curve is (x-7)^2 = 0 this means the curve intersects the x axis twice at x = 7. that is, the root 7 has multiplicity of 2 for the curve (x-7)^2 = 0
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