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Find the quotient and state your answer such that $0\le\theta\le2\pi$:

$$\cfrac { \sqrt { 2 } \left\{ \cos { \left( \cfrac { 7\pi }{ 3 } \right) } +i\sin { \left( \cfrac { 7\pi }{ 3 } \right) } \right\} }{ \cfrac { \sqrt { 2 } }{ 2 } \left\{ \cos { \left( \cfrac { 3\pi }{ 4 } \right) } +i\sin { \left( \cfrac { 3\pi }{ 4 } \right) } \right\} }$$

A

$2\left\{ \cos { \left( \cfrac { 13\pi }{ 12 } \right) } +i\sin { \left( \cfrac { 13\pi }{ 12 } \right) } \right\}$

B

$2\left\{ \cos { \left( \cfrac { 5\pi }{ 12 } \right) } +i\sin { \left( \cfrac { 5\pi }{ 12 } \right) } \right\}$

C

$\cfrac { 1 }{ 2 } \left\{ \cos { \left( \cfrac { 19\pi }{ 12 } \right) } +i\sin { \left( \cfrac { 19\pi }{ 12 } \right) } \right\}$

D

$2\left\{ \cos { \left( \cfrac { 19\pi }{ 12 } \right) } +i\sin { \left( \cfrac { 19\pi }{ 12 } \right) } \right\}$

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