$(9-6 \mathrm{i}) \div(5+3 \mathrm{i})$ A)$\frac{27}{16}+\frac{57}{16} \mathrm{i}$ B)$\frac{63}{16}+\frac{57}{16} \mathrm{i}$ C)$\frac{63}{34}+\frac{3}{34} \mathrm{i}$

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The Answer of $(9-6 \mathrm{i}) \div(5+3 \mathrm{i})$ A)$\frac{27}{16}+\frac{57}{16} \mathrm{i}$ B)$\frac{63}{16}+\frac{57}{16} \mathrm{i}$ C)$\frac{63}{34}+\frac{3}{34} \mathrm{i}$

$(9-6 \mathrm{i}) \div(5+3 \mathrm{i})$ A) $\frac{27}{16}+\frac{57}{16} \mathrm{i}$ B) $\frac{63}{16}+\frac{57}{16} \mathrm{i}$ C) $\frac{63}{34}+\frac{3}{34} \mathrm{i}$

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(9−6i)÷(5+3i)(9-6 \mathrm{i}) \div(5+3 \mathrm{i})(9−6i)÷(5+3i) A) 2716+5716i\frac{27}{16}+\frac{57}{16} \mathrm{i}1627​+1657​i B) 6316+5716i\frac{63}{16}+\frac{57}{16} \mathrm{i}1663​+1657​i C) 6334+334i\frac{63}{34}+\frac{3}{34} \mathrm{i}3463​+343​i

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$(9-6 \mathrm{i}) \div(5+3 \mathrm{i})$ A) $\frac{27}{16}+\frac{57}{16} \mathrm{i}$ B) $\frac{63}{16}+\frac{57}{16} \mathrm{i}$ C) $\frac{63}{34}+\frac{3}{34} \mathrm{i}$

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