identuties of log !!!!
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log identites
loga + logb = log a×b
loga ÷logb= loga- logb
Answer:
Understanding the Properties and Identities of Logs
logb 1 = 0. If you change back to an exponential function, b0 = 1 no matter what the base is. ...
logb x exists only when x is greater than or equal to 0. ...
logb bx = x. ...
blogbx = x. ...
logb x + logb y = logb(xy) ...
logb x + logb y = logb(x/y) ...
logb xy = (y)(logb x)