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If the system of linear equations 2x+2y+3z=a,3xy+5z=b,x3y+2z=cwherea,b,c0,a,b,cR has more than one solution , then 

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a
b−c−a=0
b
a+b+c=0
c
b+c−a=0
d
b−c+a=0

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detailed solution

Correct option is A

Given equations 1+3=2⇒a+c=b⇒b−c−a=0


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The number of 3×3  matrices A  whose entries are either 0or1  and for which the system Axyz=100  has exactly two distinct solutions, is


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