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1/256=16^x-9 Can someone please show me how to solve this?
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Is this your question \[\large\frac{1}{256}=16^{x-9}\]
??
Yes it is.
Ok tell me what's the power of 2 so that we get 256 \[2^y=256\] or find y?
1/256 = 16^(x -9) 1/4^4 = 4^2(x - 9) 1/4^4 can be written as 4^-4 using the laws of indices => 4^-4 = 4^2(x - 9) Since the bases are the same, they cancel out leaving: -4 = 2(x - 9) -4 = 2x - 18 -4 + 18 = 2x 14 = 2x x = 7
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