4-3i

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Prove that : [((2-3i)/(3-4i))((2+3i)/(3+4i))] is real .

If A=[(1,2-3i,3+4i),(2+3i,0,4-5i),(3-4i,4+5i,2)] then A is

If A=[(1,2-3i,3+4i),(2+3i,0,4-5i),(3-4i,4+5i,2)] , then show that A is hermitian matrix.

Find the complex conjugate of (3+4i) (2-3i)

(sqrt(3+4i)+sqrt(3-4i))/(sqrt(3+4i)-sqrt(3-4i))=

Find the modulus of the following (3-4i) (3 + 4i)

Express each of the following in the form a+i b :{(1/3+7/3i)+(4+1/3i)}-(-4/3+i)

Express the following in the form a +ib: [((1)/(3)+i(7)/(3))+(4+i(1)/(3))]-(-(4)/(3)+i)

Express the following in a+ib form. [(1/3+i7/3)+(4+i1/3)]-[-4/3+i]