Question

log base 3 X^2 - log base 3 x = 2

Answer 1

\[\log_{3}X^2 - \log_{3}x = 2 \]

Answer 2

lets solve it together..

Answer 3

do you know log(a)^b=b*log(a)?

Answer 4

you there?

Answer 5

iseemc0nfused?

Answer 6

you dun seem to want to solve it.. lol
neways.. refer this http://www.wolframalpha.com/input/?i=log+base+3+X^2+-+log+base+3+x+%3D+2
all the best:)

Answer 7

sorry i was away from the comp. but thanks :)

Answer 8

i forgot the quotient rule!! =X
taking a 4 year break from math was a bad idea

Answer 9

i forgot the quotient rule!! =X
taking a 4 year break from math was a bad idea

Answer 10

here log base 3 = log
given logx^2 -logx =2

logx^2=> 2logx
2logx - logx =2
logx=2
x = 3^2 = 9

Answer 11

\[\log_{3}x^2=2\log_{3}x \]
hence,\[\log_{3}x=2


and [\log_{3}x=( \log_{10}x)/\log_{10}3 \]

Answer 12

x = 3^2 = 9