SOLUTION: How would I rewrite 1/2log s + 5 log q as a logarithm of a single quantity?
Algebra.Com
Question 436328: How would I rewrite 1/2log s + 5 log q as a logarithm of a single quantity?
Found 2 solutions by stanbon, nerdybill:
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
rewrite (1/2)log (s) + 5 log (q) as a logarithm of a single quantity?
----------------------
log(s^(1/2))+ log(q^5)
----
= log[s^(1/2)*q^5]
=====================
Cheers,
Stan H.
Answer by nerdybill(7384) (Show Source): You can put this solution on YOUR website!
applying "log rules":
RELATED QUESTIONS
1/2log(x)-log(y)+log(z)-1/3log(w)
rewrite as a single... (answered by psbhowmick)
rewrite log"c"(p-q)-2log"c"(p+q) as a single logarithm where "c" is the base. (answered by lwsshak3)
Write {{{ log( 5, x ) }}} - {{{ 2log( 5, z ) }}} as a single logarithm with a... (answered by nerdybill)
how would you write log a+log b-log c-2log d as a single... (answered by robertb)
rewrite as a single logarithm:
2log(3x)-log(2x)+log(x-1)
Solve:
log(x+2)-2logx =... (answered by stanbon)
Write as the logarithm of a single... (answered by jsmallt9)
I need help in trying to rewrite this expression as a single logarithm.
Log(Q^5) +... (answered by stanbon,rfadrogane)
Rewrite as a single logarithm:
2logx - 1/2log(x^2+1) + 2log(x-3)
Thank... (answered by malakumar_kos@yahoo.com)
Rewrite the expression 5 log x-2log(x^2+1) + 4log(x-1) as a single logarithm log A. Then... (answered by stanbon)