SOLUTION: Express Logarithm as a single quantity: 4[lnx-7ln(x-2)]-5ln(x+2) =4[lnx/(x-2)^7] - ln(x+2)^5 =ln[(lnx^4/(x-2)^28]/(x+2)^5]

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: Express Logarithm as a single quantity: 4[lnx-7ln(x-2)]-5ln(x+2) =4[lnx/(x-2)^7] - ln(x+2)^5 =ln[(lnx^4/(x-2)^28]/(x+2)^5]       Log On


   

Question 48256: Express Logarithm as a single quantity:
4[lnx-7ln(x-2)]-5ln(x+2)
=4[lnx/(x-2)^7] - ln(x+2)^5
=ln[(lnx^4/(x-2)^28]/(x+2)^5]
Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
=4[lnx/(x-2)^7] - ln(x+2)^5
=ln[x^4/(x-2)^28]/(x+2)^5]
=lnx^4/[(x-2)^28 *(x+2)^5]
Cheers,
Stan H.