SOLUTION: could you please show me how to slove these to find x. log(x+1)+ log(x-1)=log24 2log(base of 4)x-log(base of 4)(x+3)=1

Algebra.Com
Question 679707: could you please show me how to slove these to find x.
log(x+1)+ log(x-1)=log24
2log(base of 4)x-log(base of 4)(x+3)=1

Answer by pmatei(79)   (Show Source): You can put this solution on YOUR website!





or
You cannot have negative numbers under logarithm, so the only solution is:






Because of the (x+3) in the denominator of the fractions, x cannot be -3 (we cannot divide by zero).




or
or
Because of the , we cannot accept the solution - no negative numbers under logarithm.
Final solution .

RELATED QUESTIONS

How would I solve this? log2(x-3)-log2(2x+1)=log24 (log base 2,... (answered by jsmallt9)
Kindly help me answer these items/how to answer them: I. Solve the ff. equations.... (answered by jsmallt9)
log base 4 x+log base 4... (answered by stanbon)
1. Solve the following equations a) log(base 5)x+2 + log(base 5) x-2 - log(base 5)4 =... (answered by mananth)
find x 1) log (x-1) to base 2 + log (x+1) to base 2 = 3 2) log (4-2x)=log(x+1) 3) log... (answered by Alan3354)
solve each: (Can you please provide steps. i would really appreciate it. It would help (answered by Tatiana_Stebko)
What is... Log base 21 (x+4) = 1- log base 21 x And please show me the steps and how... (answered by ankor@dixie-net.com)
Please write the algebraic equation which can be used to find the exact solution of log... (answered by funmath)
Can you please help me show the steps on how to answer this equation? log(base)2 of... (answered by jsmallt9)