C={1,-1,i,-i}...

C={1,-1,i,-i}

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All the values of root(4)(1) is A) 1,-1, i, -i B) 1, -1, 2i, -2i C) 2, -2 , i, -i D) None

(c) If A=[[1+i,1-i],[1-i,1+i]] then find |A|

If A = 1/ sqrt(3) [[1,1+i],[1-i,1]] then A(bar(A)^T) equals : a. O b. I c. -I d. 2I

Delta = |{:(a,4-i,1-i),(4+i,b,3+i),(1-i,3-i,c):}| is always

|(1+i,1-i,1),(1-i,1,1+i),(1,1+i,1-i)|=

1+i,1-i,i1-i,i,1+ii,1+i,1-i]|=

The determinant Delta=|(1,1+i,i),(1+i,i,1),(i,1,1+i)| equals

|(1+i, 1-i, i), (1-i, i, 1+i), (i, 1+i, 1-i)|=

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