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How do you solve exponential equations with unequal bases?
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@hartnn
like \( a^b \times a^c =d\) ?? any particular example ?
No, just in general ;)
\(\large a^b \times a^c = a^{b+c}\)
a^{b+c}=d take log on both sides, (b+c) ln a = ln d
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what do you mean by "take log on both sides"?
if a= b, log a =log b
which should I say though.....I'm so confused
\[a^b * a^c =6^b+c\]
too general to answer :\ can i have a specific example ?
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I wish I had one, but it didn't come with anything in particular
\(\large a^b * a^c =6^{b+c} \\ \large a^{b+c}=6^{b+c} \implies a=6\)
thank you!!!!!!!!!!!!!!! should i just use an example of my own to explain it to the professor?
yes, you can make your own example...if you want i would verify it...
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