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|[0,a,-b],[-a,0,-c],[b,c,0]|...

|[0,a,-b],[-a,0,-c],[b,c,0]|

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Show without expanding at any stage that: [0,a,-b],[-a,0,-c],[b,c,0]|=0

If A=[[0,a,b],[-a,0,c],[-b,-c,0]] find (1)/(2)(A+A') and (1)/(2)(A-A')

Find 1/2 (A+A^T) and 1/2(A-A^T) where A=[[0,a,b],[-a,0,c],[-b,-c,0]]

Find 1/2 (A + A') and (A-A') when A = [[0,a,b],[-a,0,c],[-b,-c,0]]

Find 1/2(A+Aprime) and 1/2(A-Aprime) , when A=[[0,a, b],[-a,0,c],[-b,-c,0]]

If A=[[0,a,b],[-a,0,c],[-b,-c,0]] , find 1/2 (A+A\') and 1/2 (A-A\')

If A=[[0,a,b],[-a,0,c],[-b,-c,0]] , find 1/2 (A+A\') and 1/2 (A-A\')

The value of the determinant of A = [(0,a,-b),(-a,0,c),(b,-c,0)] is

The value of the determinant A=[(0,a,-b),(-a,0,c),(b,-c,0)] is