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Someone please help me with Polynomials
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find the polynomial f(x) that has the roots of -3 and 1 multiplicity of 2
for a polynomial f(x), if "a" is a root of multiplicity m, then the polynomial contains the factor (x−a)^m
What?? Oh my gosh you just completely lost me O.o
is the multiplicity 2 for both roots or just for the root "1"
I honestly do not know. The problem just says "find the polynomial f(x) that has the roots of -3 and 1 multiplicity of 2" So im guessing its for both
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ok so you have -3 as a root of multiplicity 2, this means that f(x) contains (x+3)^2 you also have 1 as a root of multiplicity 2, this means that f(x) contains (x-1)^2 thus the polynomial will be \[f(x)= (x+3)^{2}(x-1)^{2}\]
Okay thank you
glad to help :)
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