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Log product rule: log(ab)
log(a) + log(b)
Log quotient rule: log(a/b)
log(a) - log(b)
Log power rule: log(aⁿ)
n·log(a)
Log of 1: log(1)
0
Log of its own base: log_a(a)
1
Log change of base: log_a(b)
log(b)/log(a) = ln(b)/ln(a)
Log inverse: a^(log_a(x))
x
Log of reciprocal: log(1/a)
-log(a)
ln product rule: ln(ab)
ln(a) + ln(b)
ln quotient rule: ln(a/b)
ln(a) - ln(b)
ln power rule: ln(aⁿ)
n·ln(a)
ln of 1: ln(1)
0
ln of e: ln(e)
1
ln inverse: ln(eˣ)
x AND e^(ln x) = x
ln of reciprocal: ln(1/a)
-ln(a)