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but
But I'm unable to verify
Any suggestions?
Last edited by tony123 (2008-10-06 05:19:51)
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Do you want to prove that logx+log=log xy or to prove that logx+logy=log xy with the other log that are above?????
Last edited by G_Einstein (2008-10-06 05:42:39)
Se Zoti vete e tha me goje,se kombet shuhen permbi dhe,por SHqiperia do te roje,per te,per te luftojme ne.
God said that all nation exincts on the ground,but Albania will survive,for it,for it we are fighting.
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Remember that for two series, a_n and b_n, when we multiply them, we do not get:
You go about adding them a funny way because:
Indeed, because of this, I would not prove this identity by Taylor series. Rather, prove it by establishing the exponential laws, and then come up with the corresponding laws for logarithms.
"In the real world, this would be a problem. But in mathematics, we can just define a place where this problem doesn't exist. So we'll go ahead and do that now..."
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He's not multiplying the series, he's trying to add them.
Wrap it in bacon
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tony123 wrote:
Indeed, but the rule logx+logy=logxy holds in that interval too so shouldnt it be possible to prove it anyway?
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