My question is prove that e^logx is equal to x
natural log (base is e) is usually written ln(x)
ln (e^x) = x ln e
but ln e = 1
so
ln (e^x) = x * 1 = 1
argument is somewhat circular but I do not know what else to say.
ln (e^x) = x ln e
but ln e = 1
so
ln (e^x) = x * 1 = 1
argument is somewhat circular but I do not know what else to say.