SOLUTION: log(10^2-1)-log9= log 11
how is this solved without calculator
thx
Algebra.Com
Question 897898: log(10^2-1)-log9= log 11
how is this solved without calculator
thx
Answer by ewatrrr(24785) (Show Source): You can put this solution on YOUR website!
 \ = \ y \ \ \Rightarrow\ \ b^y = x)
 )
 )
 )
****
log(99)-log9= log(99/9) = log(11)
RELATED QUESTIONS
{{{ log( 10^2-1 )-log9= log 11 }}}.
how is this solved without calculator
thx
(answered by josgarithmetic)
How do you solve this problem?
condensing
log x + log (x2 -121) - log9 - log (x -11)
(answered by josmiceli)
log20x^4 - log 2x^3= ?
without calculator... (answered by lwsshak3)
How to find log (5,512) ? i.e., log 512 to the base 5.. log 2 base 10 =0.3010 and log 3... (answered by jsmallt9)
Log 1/10 = -1
write as an exponential. How is this... (answered by Alan3354)
How do I solve this without a calculator?:
If log 2=p evaluate log 40
I can simplify... (answered by Alan3354)
1. log6 + Log3 - Log X = Log9
2. log 125
3. log t
4. log... (answered by ilana)
Log(2x+1)+log(x-1)=log9 (answered by stanbon)
Without a calculator, show that {{{ 1/ log( 2, pi ) }}} + {{{ 1/log( 5, pi ) }}} >... (answered by Alan3354)