If a=b=c is not equal to zero then using properties of determinants , prove that a=b=c.
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Answered by
1
let
a=b=c=k
so, a=k
b=k
c=k
so a=b=c proved
a=b=c=k
so, a=k
b=k
c=k
so a=b=c proved
Answered by
0
Let A = B = C = K
So, A = K
B = K
C = K
So, A = B = C.
Hence proved.
So, A = K
B = K
C = K
So, A = B = C.
Hence proved.
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