http://img25.imageshack.us/img25/2971/log2vh.jpg

Here is the 2nd one which asks to simplify the whole thing as a logarithm. Again, not sure how to take the integers at the end and convert them into log form. (Headbang) Thanks.

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- October 6th 2009, 11:48 AMEvan.Kimiacombining/simplifying logs (part 2)
http://img25.imageshack.us/img25/2971/log2vh.jpg

Here is the 2nd one which asks to simplify the whole thing as a logarithm. Again, not sure how to take the integers at the end and convert them into log form. (Headbang) Thanks. - October 6th 2009, 11:58 AMe^(i*pi)
- October 6th 2009, 12:29 PMEvan.Kimia
Thank you, but im a bit confused how to go about changing the base, or if i even have to to log base 4.

ps., the correct answer is log base 4 (xy^2 over 64) - October 6th 2009, 12:44 PMe^(i*pi)
We know that

Note that because

As (see the rule above)

So overall we can rewrite it as

You can then combine the logs to give:

- October 6th 2009, 12:56 PMEvan.Kimia
ah! thank you!