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log_b(x) = y
Logarithm → Solves for y
b^y = x
Exponential Form → Solves for x
log_b(x) = log(x)/log(b)
Change of Base → Solves for log_b(x)
logb(MN) = logb(M) + log_b(N)
Logarithm Property → Product
logb(M/N) = logb(M) - log_b(N)
Logarithm Property → Quotient
logb(M^k) = k*logb(M)
Logarithm Property → Power
log_b(1) = 0
Logarithm Property → Identity
log_b(b) = 1
Logarithm Property → Base Identity