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pre-calc

 
 
Reply Fri 4 May, 2007 07:25 pm
Hi, I need help solving 2^(x+1) 8^(-x)=4 If someone could explain how to solve this that would be great. Thanks!
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Type: Discussion • Score: 1 • Views: 441 • Replies: 2
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raprap
 
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Reply Fri 4 May, 2007 08:24 pm
get exerythintg in a common base. In this case base 2. Look 2=2^1, 4=2^2, 8=2^3, 2,4,8 in the same base.

So 2^(x+1)*8^(-x)=4
becomes

2^(x+1)*2^(3(-x))=2^2

take the log base 2

x+1-3x=2

-2x=1 or x=-1/2

check

2^(-1/2+1)*8^(1/2)=sqrt(2)*sqrt(8)=sqrt(2*8)=sqrt(16)=4 woiks

Rap
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carebear184
 
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Reply Fri 4 May, 2007 08:52 pm
Thankyou very much! I understand it much better now.
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