complete the table (picture)

Question

anonymous · Answer

attachment

anonymous · Answer

please help with 1 or the other. or both if you a beast :P

.sam. · Answer

use this and you can do all of it
$$\Huge a=b^c \leftarrow \rightarrow log_ba=c$$

anonymous · Answer

and this is what. this letters anf big letters/small letters are puzzling

anonymous · Answer

lol I'll do the ones I know
okay 3^3=27 bc 3x3=9x3=27

 8^0=1 bc in this type of problem ^0=1 ^1=2 etc

.sam. · Answer

5)
$$log_50.2=-1$$
Try do 6 and 7?

anonymous · Answer

i have no idea how you even got 5.

.sam. · Answer

use the formula

anonymous · Answer

how
 i dont understand it

.sam. · Answer

watch this video http://www.khanacademy.org/math/algebra/logarithms/v/introduction-to-logarithm-properties :

anonymous · Answer

holly hell im still confused.

anonymous · Answer

this is rediculous

.sam. · Answer

that's the rules, otherwise you can't do anything , you have to memorize it

.sam. · Answer

try this different video, this one is more related http://www.khanacademy.org/math/algebra/logarithms/v/introduction-to-logarithms

anonymous · Answer

ok that one helped more. so did you use  $$\log_{3} 27=3 $$  to get #5?

anonymous · Answer

thanks sam. its 3:16 AM. and my problem was i was looking at it as if it went left to right. not up and down. once i saw it went up and down it got a lot easier

.sam. · Answer

No ,you looked at the table incorrectly , lol, look at column by column , they're saying that "change the exponents to logarithms"

.sam. · Answer

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