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" If in a matrin "A=(1)/(sqrt(2))[[1,i],...

" If in a matrin "A=(1)/(sqrt(2))[[1,i],[-i,a]]," then "a=

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sqrt(-i) = (1-i)/sqrt2

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if matrix A=(1)/sqrt2[(1,i),(-i,a)], i=sqrt-1 is unitary matrix, a is equal to

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(iii) (1+i)/(sqrt(2))=sqrt(i)

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Verify that the matrix (1)/sqrt3[(1,1+i),(1-i,-1)] is unitary, where i=sqrt-1

Verify that the matrix (1)/sqrt3[(1,1+i),(1-i,-1)] is unitary, where i=sqrt-1