If 1−34−5x+2241x−6=0 then x equals
17, 21
0, 19
0, 35
21, 35
Using R2→R2+5R1,R3→R3−4R1
we get
1−340x−1322013x−22=0⇒(x−13)(x−22)−(13)(22)=0⇒x(x−35)=0⇒x=0,35