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OpenStudy (anonymous):
|dw:1413931461557:dw|
OpenStudy (lyrae):
is that 2 * log... or 2 = log ...?
OpenStudy (anonymous):
2 = log
OpenStudy (lyrae):
Ok.
So to get rid of the logartim you'll have to raise to a power of 4.
From basic exponetial/logaritmic properties you get
\[a = \log_b(x) \rightarrow b^a = b^{\log_b(x)} = x\]
OpenStudy (anonymous):
So would it be 4^2 = 4^log4(10-3x)
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OpenStudy (lyrae):
Yeah, and the 4^log4 will cancel.
OpenStudy (anonymous):
Alright so it would be 16 = 10x-3x. . . . so x would equals 2
OpenStudy (lyrae):
Not 10x. You'll just get what's in the original log4 term.
OpenStudy (lyrae):
But yeah I think you get the besic idea \[16 = 10-3x \rightarrow 3x = -6 \rightarrow x = -2\]
OpenStudy (lyrae):
basic*
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OpenStudy (anonymous):
Yeah i didnt mean 10 x but alright. Cool thanks. Hey is it ok if you can help me with some other problems.Like send the ones i didnt get.
OpenStudy (lyrae):
Sorry, but I was actually about to go offline. The clock is past 1am here and I need to get some rest :P I'll be back tomorrow though!