The system of eqns 2x+2y-3z = 1,4x+4y+ Z = 2 , 6x+6y-z=3 has
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Answer:
SYSTEM OF EQUATION HAS INFINITE SOLUTION
Step-by-step explanation:
GIVEN THE SYSTEM OF EQUATIONS:
2X+2Y-3Z-1=0
4X+4Y+Z-2=0
6X+6Y-Z-3=0
which can be written in matrix form as:
2 2 -3 : -1
4 4 1 : -2
6 6 -1 : -3
R2⇒R2-R1
R3⇒R3=R1
2 2 -3 : -1
0 0 7 : 0
0 0 8 : 0
⇒ρ(A:B)≠ρ(A)
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