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Fix
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3 votes

Solving equations with log

3 votes
Accepted

Other e-like numbers based on different rates of growth?

2 votes
Accepted

when the following improper integral $\int_{-\infty}^\infty \frac{e^{-at}}{1+e^t} \mathrm{d}t$ converges according to $a$?

2 votes

When can we safely treat $dx$ like it were a real number during integration by substitution

2 votes
Accepted

Volume of cylinder using triple integral with Cartesian coordinates

2 votes

Why does $∫{\frac{1+\log x}x}\,\mathrm dx$ not equal $\log x + \frac{(\log x)^2}2 + C?$

1 vote
Accepted

$|\frac{x^h -1}{h}-\log(x)|\leq \frac{|h||\log(x)|^2 }{2}\exp(|h\log(x)|), \quad 0<|h|<1.$

1 vote

Taylor Remainder for Even, Bell-shaped Functions

1 vote
Accepted

Problems finding the n-th root of a negative number

1 vote
Accepted

How to prove that $\lim_{k\rightarrow\infty} H_k-\log_b(x)$ converges/diverges?

1 vote
Accepted

Is there on the aquator two different places with the same temperature?

0 votes

differentiability on the endpoint of a interval.

-1 votes

Spivak Calculus chapter 2 problem 5b - what's the intuition?

-1 votes

How to express "$a \leq x \leq a + \frac{y}{n} $ for every $n \geq 1$, then $x = a$" using quantifiers