Simplify ln(a) = b
e^b = a
Simplify e^(x + b)
e^x * e^b
(Exponent rule)
ln(x) + ln(y) = ln(c)
x + y = c
(Cancel ln)
Simplify ln(a) * ln(b)
ln(a + b)
Simplify ln(a) - ln(b)
ln(a ÷ b)
Simplify log a (b) = c
a^c = b
Simplify e^ln(a)
a
Simplify ln(a) = b
a = e^b
Because
ln(a) = b
⬇️
e^ln(a) = e^b
⬇️
a = e^b
Simplify log e (e)
ln
(ln is the natural log)
PS don’t worry this isn’t too important to understand
Simplify a^log a (b)
b