Euclidean
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466
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### Questions (11)

 7 Finding $a_n$ for very large $n$ where $a_n = a_{n-1} + a_{n-2} + a_{n-3} + 2^{n-3}$ 6 Range of $ax+by$ where $\gcd(a,b)=1$ 6 $n!>n^m$ for $n\ge?$ 6 Riemann integrable function 5 Proving the convergence of $a_n = \frac{n}{n+\sqrt n}$

### Reputation (466)

 +20 rotating 2D coordinates +10 is the set $\{x\in E | f(x) \le g(x)\}$ measurable if f and g are measurable +5 Proving the convergence of $a_n = \frac{n}{n+\sqrt n}$ +5 Range of $ax+by$ where $\gcd(a,b)=1$

 6 rotating 2D coordinates 3 What is $\lim\limits_{n\to\infty} \frac{n^d}{ {n+d \choose d} }$? 3 Epsilon-Delta Proof for $x^n$ tends to 0 3 How to approach 2-Dimensional Recurrence Relations

### Tags (19)

 6 coordinate-systems 3 limits 6 rotations 3 binomial-coefficients 3 real-analysis × 5 3 combinatorics 3 recurrence-relations × 3 0 calculus × 2 3 sequences-and-series × 2 0 elementary-number-theory × 2

### Accounts (9)

 Mathematics 466 rep 319 Stack Overflow 198 rep 1214 Electrical Engineering 195 rep 127 Information Security 128 rep 3 Philosophy 101 rep