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4^(3x-2)=1/2^(2x) 4^(3x-2)=1/2^(2x) @Mathematics
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write both bases as powers of two \[4=2^2,\frac{1}{2}=2^{-1}\]
Ooh yesss :P Forgot about that. I got it from there
so you get \[2^{2(3x-2)}=2^{-1(2x)}\] and then \[2(3x-2)=-2x\] etc
got it
Thanks :D
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