Alyosha

939 reputation

213

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	age	17
visits	member for	8 months
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	939 reputation	bio	website		visits	member for	8 months
213 badges		location			seen	2 hours ago

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Apr 9	revised	Where is the mistake in my integration of $\sin^{2n}(\theta)$? added 13 characters in body
Apr 9	comment	Where is the mistake in my integration of $\sin^{2n}(\theta)$? @julien I was playing around with formula (1), the end wasn't really the integral.
Apr 9	comment	Where is the mistake in my integration of $\sin^{2n}(\theta)$? Thanks @joriki , what a foolish mistake.
Apr 9	comment	Where is the mistake in my integration of $\sin^{2n}(\theta)$? $(-e^{-i2x}+1)^{5}=1-\binom{5}{1}e^{i2x}+\binom{5}{2}e^{i4x}-\binom{5}{3}e^{i6x}‌+\binom{5}{4}e^{i8x}-e^{i10x}$
Apr 9	revised	Where is the mistake in my integration of $\sin^{2n}(\theta)$? added 2 characters in body
Apr 9	revised	Where is the mistake in my integration of $\sin^{2n}(\theta)$? added 42 characters in body
Apr 9	asked	Where is the mistake in my integration of $\sin^{2n}(\theta)$?
Apr 6	revised	The limit of a recurrence relation (with resistors) added 346 characters in body
Apr 6	revised	The limit of a recurrence relation (with resistors) added 66 characters in body
Apr 6	accepted	The limit of a recurrence relation (with resistors)
Apr 6	answered	The limit of a recurrence relation (with resistors)
Apr 6	comment	The limit of a recurrence relation (with resistors) Thanks for that. Is $\large \lim _{n \rightarrow \infty}(\frac{F_{n+1}r^2+F_n rR}{F_{n-1}R^2+F_n r})$ computable directly?
Apr 6	revised	The limit of a recurrence relation (with resistors) added 3 characters in body
Apr 6	revised	The limit of a recurrence relation (with resistors) added 269 characters in body
Apr 6	asked	The limit of a recurrence relation (with resistors)
Apr 2	comment	What's the proof that the Euler totient function is multiplicative? Thank you- at long last it's clicked!
Apr 2	comment	Best Fake Proofs? (A M.SE April Fools Day collection) @spin the L'Hopital's one may be worth posting.
Apr 2	comment	Best Fake Proofs? (A M.SE April Fools Day collection) Really' you've proven that girls are absolutely evil.
Apr 2	answered	Interpret the equation $2x^2+3=4x+y$ geometrically
Apr 1	awarded	Good Answer