Prove that a polynomial is the Taylor polynomial
60810
Taylor's polynomial uniqueness proof - why are these limits inferable?
27366
Prove that $g$ is tangent to the graph of $f$
141184
Proof that a degree 4 polynomial has at least two roots
62110
Proving a function $\frac{1}{2y}\int_{x-y}^{x+y} f(t) dt=f(x)$ is a linear polynomial
156034
sufficient condition for a polynomial to have roots in $[0,1]$
112334
Real roots of a polynomial of real co-efficients , with the co-efficients of $x^2 , x$ and the constant term all $1$
117743
Remainder of the polynomial
103246
Prove that a polynomial of degree $d$ has at most $d$ roots (without induction)
95594
Prove that a polynomial is irreducible or the field contains a $p$th root
145191
Content of a polynomial
111569
Property of a polynomial with no positive real roots
76955
Proof the Legendre polynomial $P_n$ has $n$ distinct real zeros
122169
Prove $\sin(\pi/2)=1$ using Taylor series
72374
Remainder term in Taylor's theorem
46265
Minimal polynomial of the operator $T:V\oplus W\to V\oplus W$
61548
What would be the roots of the derivative of this polynomial
82771
Proving that any polynomial $p:\mathbb{R}\rightarrow \mathbb{R}$ is not bounded, but its restriction to any bounded set is bounded