The-Ever-Kid
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 Jun3 comment System of two Equations @DrewChristianson I think we've both been reassured that tone does not always come through well on the internet. Not really 'cause in real life we never get second chances to clarify. If one gets pissed off that's it end of story . At least here you get to clarify your intent/tone. Jun2 comment System of two Equations @DrewChristianson Calm down dude.. I'm not sure what you used to graph the equations that's what you said so i told you what i used. Just because yours is from mathematica doesn't make it more right I know pal, mine is incorrect cause it was my error...i solved for y in the second equation hence the error. You seriously need to calm down.. I'm not sure what you're getting at with your comment about gnuplot. I guessed gnuplot, 'cause gnuplot always plots the first eq with red the other with green..anyways thanks Jun1 comment System of two Equations @DrewChristianson i was the one who asked the question and graphed the function. I used mathematica BTW you used gnuplot didnt you? Jun1 awarded Commentator Jun1 comment System of two Equations the solutions arnt negative Jun1 comment System of two Equations look at the image that is a perfectly real and positive graph Jun1 comment System of two Equations @Thomas what is an OP Jun1 comment System of two Equations @AméricoTavares I didnt know about it being asked earlier.....meaning my question is going to be closed.......damn i worked hard asking this and prettying it up!! Jun1 comment System of two Equations Mathematica plots figured two solutions other than 4,9 -> 9.8051180869527 and 7.8686874817494 Jun1 comment System of two Equations How come the graphs intersect twice and the points other than 4,9 are not integers..... Jun1 asked System of two Equations May30 awarded Tumbleweed May27 revised Finding supremum, infimum, limsup and liminf of the sequence $a_{2n}=(-1)^n+\frac1{2n}$, $a_{2n+1}=2(-1)^n-\frac1{2n+1}$ title change May27 suggested approved edit on Finding supremum, infimum, limsup and liminf of the sequence $a_{2n}=(-1)^n+\frac1{2n}$, $a_{2n+1}=2(-1)^n-\frac1{2n+1}$ May23 awarded Organizer May23 revised Summation of Infinite Series $\sum_{n=1}^{\infty} \frac{1}{n 2^{2n+1}}$ included comment in answer May23 revised Summation of Infinite Series $\sum_{n=1}^{\infty} \frac{1}{n 2^{2n+1}}$ edited tag ; (it is a homework question) May23 suggested approved edit on Summation of Infinite Series $\sum_{n=1}^{\infty} \frac{1}{n 2^{2n+1}}$ May23 suggested approved edit on Summation of Infinite Series $\sum_{n=1}^{\infty} \frac{1}{n 2^{2n+1}}$ May23 revised Summation of Infinite Series $\sum_{n=1}^{\infty} \frac{1}{n 2^{2n+1}}$ Title Change ; Improved the main body to include the question to make it more readable