Simplify ax-y+¹ az-x+¹ ay-z+¹
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Answered by
0
1
Determinant of Coefficient Matrix ,
⎣
⎢
⎢
⎡
a
1
1
1
a
1
1
1
a
⎦
⎥
⎥
⎤
=0
a(a
2
−1)−1(a−1)+1(1−a)=0
a
3
−a−a+1+1−a=0
a
3
−3a+2=0⇒ If a=1
a=1∣
1
0
0
1
−3
1
2
−2
|______________
1
1
−2
0
a
2
+a−2=0⇒a
2
+2a−a−2=0
a(a+2)−1(a+2)=0
a=−2,1
a is either −2 (or) 1
Answered by
1
Determinant of Coefficient Matrix ,
⎣
⎢
⎢
⎡
a
1
1
1
a
1
1
1
a
⎦
⎥
⎥
⎤
=0
a(a
2
−1)−1(a−1)+1(1−a)=0
a
3
−a−a+1+1−a=0
a
3
−3a+2=0⇒ If a=1
a=1∣
1
0
0
1
−3
1
2
−2
|______________
1
1
−2
0
a
2
+a−2=0⇒a
2
+2a−a−2=0
a(a+2)−1(a+2)=0
a=−2,1
a is either −2 (or) 1
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