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seen Sep 16 at 1:50

Don't have much time these days...


Oct
22
comment Find an isomorphism from the octic group $G$ to the group $G'$
This looks like homework. Please consider tagging it as such.
Oct
21
answered $\sum\limits_{n=0}^{\infty} \frac{1}{(2n+1)!}$ converges?
Oct
21
comment How to solve $ \int_0^{\pi} \sin{2x}\sin{x} dx $?
Writing $\sin x^n$ instead of $\sin^n x$ or even $(\sin x)^n$ is confusing.
Oct
21
comment How to solve $ \int_0^{\pi} \sin{2x}\sin{x} dx $?
Or perhaps more simply: $\int_{a}^{b} f(x) dx = \int_{a}^{b} f(a+b-x) dx$
Oct
20
awarded  Enlightened
Oct
20
comment Solving $a^{x} = 10^{2x + 1}$
@giddy: Don't worry, it will become easier once you are more familiar.
Oct
20
comment Solving $a^{x} = 10^{2x + 1}$
@giddy: Don't you get log(a). x = 2x + 1? Is this not similar to 3x = 2x+1 or 100x = 2x +1? How did you solve those?
Oct
20
revised Solving $a^{x} = 10^{2x + 1}$
added 2 characters in body
Oct
20
comment Solving $a^{x} = 10^{2x + 1}$
Just after taking log what did you get?
Oct
20
comment Solving $a^{x} = 10^{2x + 1}$
@giddy: I have edited the answer to increase the font size. You can either use \displaystyle or use two dollar signs.
Oct
20
revised Solving $a^{x} = 10^{2x + 1}$
added 29 characters in body
Oct
20
comment Solving $a^{x} = 10^{2x + 1}$
@giddy: Can you solve $3x = 2x + 1$? What about $100x = 2x + 1$?
Oct
20
answered Solving $a^{x} = 10^{2x + 1}$
Oct
20
comment Solving $a^{x} = 10^{2x + 1}$
+1: For showing the effort you have put into the question.
Oct
20
revised Solving $a^{x} = 10^{2x + 1}$
edited tags; edited title
Oct
20
comment Why does this process, when iterated, tend towards a certain number? (the golden ratio?)
+1: For talking about Banach's fixed point theorem.
Oct
20
comment Concerning sets of (Lebesgue) measure zero
+1: But, is it possible that some 'strange' definition of measure is being used?
Oct
20
comment Concerning sets of (Lebesgue) measure zero
What definition(s) of measure are you using?
Oct
20
revised Why does this process, when iterated, tend towards a certain number? (the golden ratio?)
added 6 characters in body; added 84 characters in body
Oct
20
answered Why does this process, when iterated, tend towards a certain number? (the golden ratio?)