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Express 40 = 1 using logarithmic notation. With explanation please.
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lol how is \(40=1\) ?
here is my guess this really says \[4^0=1\] right?
Right.
Is it the same before? 4 = log[1] 0
no
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\[b^y=x\iff \log_b(x)=y\]
log[4] (1)=0
i mean it is the same as before, but your answer is wrong now it is right
in fact \[\log_b(1)=0\] always, because \(b^0=1\) for any positive \(b\)
Oh, Ok everything is all clear now. I can answer all the questions with no problem. Thank you so much.
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yw
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