EQ2 players can share their status on Facebook by clicking on the EQII Share option on the EverQuest II website. Their achievements and tradeskill advances will be broadcast on Facebook.
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EQ2 platinum is a type of currency like gold or silver. EQ stands for Ever Quest. Ever Quest is a fantasy game played online. EQ2 Platinum is used in this game to purchase of items and objects such as scrolls. The platinum currency is not real. It is fictional. It cannot be used in real life.
Go to the Guild Tab from the EQ2 button. Find yourself in the members list, and then hit the remove button. There will be a confirmation. Confirm, hit enter, and you've left the guild.
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eq1) Rseries = R1 + R2 + R3 + ...eq2) Rparallel = (R1-1 + R2-1 + R3-1 + ...)-1 or eq3) Rparallel = (R1 x R2) / (R1 + R2)Note the second Rparallel equation can be used for only two resistors.STEP 1 - Combine all parallel resistance into series resistances using eq2 or eq3.STEP 2 - Combine all series resistances into a single resistance using eq1.STEP 3 - Done.hope this helps.
You can't convert a second order DE to first order except in special cases (like an ODE with y'' and y' but no y terms).HOWEVER, you can convert a second order ODE into a systemof first order ODEs:Assume it is of the form f(x, y, y', y'') = 0, where y(x) is the solution.1) Let u1 = y and u2 = y'2) Substitute y'' for u2', y' for u2, and y for u1 to get eq13) u2 = u1' is eq2.eq1 and eq2 are a system of two first-order ODEs which represent the same problem.
He needs to see a value in getting offline and having a real life. Then, he will do it himself. It is a tough place to be because only people can change themselves. Make sure you are doing what is important to you, even if you have to go and do it on your own.
EQ1 x+y=8 EQ2 x2+y2=34 EQ1 x=8-y EQ1 and EQ2 combined gives (8-y)2+y2=34 simplify 64 -16y +y2+y2=34 simplify 2y2-16y+30=0 solve for -16y (2y-?)(y-!)=0 EQA EQ3 -2y!-y?=-16y simplify EQ3 2!+? =16 EQ4 ?!=30 EQ3 ?=16-2! Combined EQ3 and EQ4 gives (16-2!)!=30 simplify 8!-!2=15 Method of exhaustion 8!-!2 when !=0 -> 0 !=2 ->12 !=3->15 !=3 into EQ3 gives ?=16-2! gives ?=10 substitute into EQA gives (2y-10)(y-3)=0 solving gives y=5 or 3 solving for EQ1 x+y=8 then x=3 or 5 solving for EQ2 x2+y2=34 gives 9+25 for either combination so the larger number is 5
EverQuest II went from a paying game to the freemium model. It's free to play but with limited options and you can pay in-game to extend the game's features. So, yes, there is a free download, simply create an Free to Play account and download the game. Still, you may have to pay for some features in the game.