SOLUTION: FOR ALL "r" IS NOT EQUAL (+)OR(-) 2, r^2-5r+6 / r^2-4 = ?

Question 140419: FOR ALL "r" IS NOT EQUAL (+)OR(-) 2, r^2-5r+6 / r^2-4 = ?

Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
r^2-5r+6 / r^2-4 =
Factor where you can:
[(r-2)(r-3)]/[(r-2)(r+2)]
Cancel the (r-2) common to numerator and denominator to get:
(r-3)/(r+2)
===================================
Cheers,
Stan H.

RELATED QUESTIONS
For all r Doesnt = plus or minus 2, (r^2-5r+6)/(r^2-4) = ? (answered by robertb)

For all r doesn't = +-2 r^2 - 5r + 6/ r^2 - 4 Please HELP.... Thank... (answered by shree840)

R^2 - 5r+6 -----------------(over) R^2-4 For all r=positive and negative 2 (answered by KMST)

(r^2-5r+6)/(r^2-4) (answered by Fombitz)

r≠ �2, r� - 5r + 6/r� - 4 (answered by stanbon)

Tryin to understand how to solve this problem. For all r≠+2... (answered by solver91311,vleith)

(Intermediate Algebra: Rational Expressions) 4. For all r≠(+/-) 2,... (answered by Nate)

r^2+5r+5 (answered by Alan3354)

whats the simplest form for this?... (answered by jmg)

5r/2 -6=19 find... (answered by ReadingBoosters)