Math, asked by onukogupiper, 4 days ago

How do you change the base of a log

Answers

Answered by aliaahilali123

Answer:

By the definition of a logarithm, a=br . Now we can take the base x logarithm of both sides of the equation to end up with logx(a)=logx(br) . loga(b)=logx(a)logx(b) . Therefore, the change of base formula works for any number x as long as logx is defined.

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Answered by onukogumess

Answer:

It is simple logbase3 = logbasecA/ logbasecB

Step-by-step explanation:

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