# jip

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sometimes I am slow accepting answers, but I will eventually

# 436 Questions

 14 Spivak's proof that every polynomial of odd degree has a root 11 Can someone show me why this factorization is true? 8 Why isn't the quotient space $V/V = \{ V \}$? 8 Showing that $\max\{f+g\} \leq \max f + \max g$ 8 Variation of Parameters Differential Equations Derivation

# 3,859 Reputation

 +5 Interesting deceiving limit $\lim \int_{0}^{1} (n + 1)x^n f(x) dx$ +5 Proving $f$ is uniform continuous +5 Prove that the limit $\lim_{n \to \infty} \frac{1}{n} \sum_{k = 1}^{n} f(x_k)$ exists +5 Rank Theorem proof

 6 Lesser-known integration tricks 3 Integrate using substitution 3 Solving an integral of form $F(x)=\int (2x-1)e^{2x}\ dx$ 3 Book on Geometry (GRE Math Subject Test)? 3 Math courses at the undergraduate or graduate level that can be self-studied?

# 122 Tags

 9 integration × 13 3 gre-exam × 2 8 calculus × 89 3 reference-request 5 multivariable-calculus × 19 3 exponential-function 4 soft-question × 5 2 real-analysis × 94 3 geometry × 8 2 trigonometry × 5

# 13 Accounts

 Mathematics 3,859 rep 2936 TeX - LaTeX 586 rep 2619 Physics 394 rep 1417 Mathematica 281 rep 18 Academia 144 rep 9