SOLUTION: Find the LCM of s^2-16 and s^2+6s+8.

Algebra.Com
Question 155380: Find the LCM of s^2-16 and s^2+6s+8.
Answer by checkley77(12844)   (Show Source): You can put this solution on YOUR website!
s^2-16 and s^2+6s+8
(s+4)(s-4) & (s+4)(s+2)=(s+4)(s-4)(s+2)=LCM.

RELATED QUESTIONS

Find the LCM of {{{s^2-1}}} and... (answered by Edwin McCravy)
FACTOR.... (answered by ewatrrr)
factor... (answered by checkley79)
a=6s^2, for... (answered by MathLover1)
Find the LCM of r^3, s^2, and... (answered by robertb)
find the LCM of 16 2 and... (answered by Starchaser)
Find the LCM of (8+7z),(64-49z^2), and (8-7z) The LCM... (answered by toidayma)
Factor the Trinomial. s^3 - 6s^2 -... (answered by QH)
s^2-6s+k Find the value of k, so it's a perfect square trinomial, then factor the... (answered by solver91311)