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is x + pi a polynomial?
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in \(\mathbb{R}\) but not in \(\mathbb{Z}\)
what do you mean?
Polynomials have coefficients in some ring \(R\). Two such rings \(\mathbb{R}\)(the real numbers), and \(\mathbb{Z}\) the integers.
What class is this for?
pre calc
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Look up what ever definition(of polynomial ) they gave you and type it here.
a polynomial is defined as f(x) = an^xn+asubn-1^xn-1+asubn-2^xn-2+...+asub1x+asub0
that's all she gave me
jeez of course it is a polynomial!
ok :x
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