If
logx27 + log2256 = 11; find x
solution
logx27
+ log2256 = 11
logx27
+ log228 = 11
logx27
+ 8log22 = 11
logx27
+ 8 x 1 = 11
logx27
+ 8 = 11
logx27
= 11- 8
logx27
= 3
27
= x3
33
= x3 Powers cancel out
x
= 3
Hence
x = 3.
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