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Statement 1: If the system of equation l...

Statement 1: If the system of equation `lambdax+(b-a)y+(c-a)z=0,(a-b)x+lambday+(c-b)z=0,a n d(a-c)x+(b-c)y+lambdaz=0` has a non trivial solution, then the value of `lambda` is 0. Statement 2: the value of skew symmetric matrix of order 3 is order.

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Statement 1: If the system of equation lambdax+(b-a)y+(c-a)z=0,(a-b)x+lambday+(c-b)z=0,a n d(a-c)x+(b-c)y+lambdaz=0 has a non trivial solution, then the value of lambda is 0. Statement 2: the value of skew symmetric matrix of order 3 is Zero.

Statement 1: If the system of equation lambdax+(b-a)y+(c-a)z=0,(a-b)x+lambday+(c-b)z=0,a n d(a-c)x+(b-c)y+lambdaz=0 has a non trivial solution, then the value of lambda is 0. Statement 2: the value of skew symmetric matrix of order 3 is Zero.

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