# Charlie

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There's a lot things about me.Things you wouldn't understand, things you couldn't understand, things you shouldn't understand. I'm a loner, dude, a rebel.

"Why, look you now, how unworthy a thing you make of me. You would play upon me; you would seem to know my stops; you would pluck out the heart of my mystery; you would sound me from my lowest note to the top of my compass; and there is much music, excellent voice, in this little organ, yet cannot you make it speak. ’Sblood, do you think I am easier to be played on than a pipe? Call me what instrument you will, though you can fret me, you cannot play upon me." Hamlet, act III, scene II.

# 262 Actions

 Jul2 awarded Curious May27 awarded Yearling Mar5 awarded Nice Question Dec24 awarded Informed Dec9 awarded Enlightened Dec9 awarded Nice Answer Nov2 revised How to prove that a subspace is in a vector space? improve formatting Nov2 suggested suggested edit on How to prove that a subspace is in a vector space? Jul15 comment Proving statement $(A \cup C)\setminus B=(A\setminus B)\cup C \iff B\cap C= \varnothing$ What is $B'$? Complement? Jul2 comment Solve the equation, for $p$ prime, $x^{2p}- x^p= [6]$, in $\mathbb {Z}_p$ Thanks a lot :D ! Jul2 accepted Solve the equation, for $p$ prime, $x^{2p}- x^p= [6]$, in $\mathbb {Z}_p$ Jul2 asked Solve the equation, for $p$ prime, $x^{2p}- x^p= [6]$, in $\mathbb {Z}_p$ Jun30 accepted Show that the statements are equivalents Jun30 comment Show that the statements are equivalents Thank you, I believe I can proceed. Jun30 comment Show that the statements are equivalents @will yes, it is the set of all limit points. Jun30 asked Show that the statements are equivalents Jun28 revised Word problem (food for thought) formatting Jun28 suggested suggested edit on Word problem (food for thought) Jun27 revised Integral to find the area with bounded regions. formatting Jun27 suggested suggested edit on Integral to find the area with bounded regions.