If {Z}_{1}=2+3 {i}, {Z}_{2}=3+2 {i} where i=\\sqrt{-1} then [\table {z}_{1} ,{z}_{2}; -\overline{{z}_{2}} , \overline{{z}_{1}} ][\table \overline{{z}_{1}} , -{z}_{2}; \overline{{z}_{2}} ,{z}_{1} ] is equal to

AP EAPCET 20-Aug-2021 Shift 1 Paper

Section: Mathematics

Question : 7 of 160

Marks: +1, -0

If Z1=2+3i,Z2=3+2i where i=√−1 then [

z1	z2
−z2	z1

][

z1	−z2
z2	z1

] is equal to

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\|z1\|2+\|z2\|2	0
0	\|z1\|2+\|z2\|2