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Find an approximate solution to the equation 10^(2x-1)=5. a. 1.0674 b. 0.8945 c. 2.7081 d. 6.6974
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start with \[2x-1=\log(5)\] then solve as you would any linear equation add 1, divide by 2 \[2x-1=\log(5)\] \[2x=\log(5)+1\] \[x=\frac{\log(5)+1}{2}\] now to get a decimal you will need a calculator
I got 0.849485002168.
yeah me too
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