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What is the solution to the equation log 2 x – log 2 3 = 2 ?
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\[\log _{2}x-\log _{2}3=2\]
combine in to one log as a first step, then write in equivalent exponential form
i'm not sure how to do that.
use \[\log(x)-\log(y)=\log(\frac{x}{y})\] for the first part
so step one is to write \[\log_2(\frac{x}{3})=2\]
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you got step 2? equivalent exponential form?
yes
ok good
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