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I'm supposed to be able to solve ln1 without using a calculator. ...how?
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if \(\ln a = b, then \: a=e^b \) let ln 1 =x then e^x = 1 which value of 'x' you think, satisfies this ?
... 0 :)
thas correct, infact in any base of log, the answer will be 0 ln 1=0 , log1=0 , log_n 1=0 because anything^x = 1 gives you x=0
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