SOLUTION: find the least common multiple of
(8+3p), (64-9p^2), and (8-3p)
Algebra.Com
Question 464718: find the least common multiple of
(8+3p), (64-9p^2), and (8-3p)
Answer by algebrahouse.com(1659) (Show Source): You can put this solution on YOUR website!
"find the least common multiple of
(8+3p), (64-9p^2), and (8-3p)"
64 - 9pē is a "difference of two squares"
it factors into (8 + 3p)(8 - 3p)
The least common multiple needs to include one of each term:
LCM = (8 + 3p)(8 - 3p)
For more help from me, visit: www.algebrahouse.com
RELATED QUESTIONS
simplify-... (answered by drj)
find the least common multiple of 8, 21, and... (answered by Mathtut)
2/3p =... (answered by checkley77)
14 + 2/3p =... (answered by rfer)
(8-3p)(-2) (answered by lenny460)
Divide and simplify :... (answered by robertb)
Solve: 3p(3p-8)-8=9p(p-3)+4
Help?... (answered by stanbon)
find the product (please show work)
3p^2+14p+1/p^2-6p+9 *... (answered by Fombitz)
Find the least common multiple of the two expressions
15v^4w^8 and... (answered by stanbon)