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Help please! Use the quotient property to rewrite the following algebraic expression. log4(7/3)
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@jim_thompson5910
Use the rule \[\Large \log_{b}\left(\frac{x}{y}\right) = \log_{b}(x)-\log_{b}(y)\]
i have never seen that im confused.
it was never brought up during the lesson?
i do online school so its harder for me to understand.. math has always been my worst subject
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an example of that rule in action log(12/7) = log(12) - log(7) this works for any log base
If i dont have a calculator how would i do it?
you don't need a calculator to use the rule
the rule is log(x/y) = log(x) - log(y)
replace x and y with the values that make up the fraction
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ohhh i get it. thank you
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