Find the solution to the following system.

$ \left \{ \begin{array}{cc} {y}={4}{x}+{9}\\{3}{x}-{5}{y}={-11} \end{array} \right. $

A. ${x}={1}, \;{y}={-2}$

B. ${x}={-2}, \;{y}={1}$

C. ${x}={-1}, \;{y}={2}$

D. ${x}={-2}, \;{y}={-1}$

E. ${x}={2}, \;{y}={1}$

$ \left \{ \begin{array}{cc} {y}={4}{x}+{9}\\{3}{x}-{5}{y}={-11} \end{array} \right. $

A. ${x}={1}, \;{y}={-2}$

B. ${x}={-2}, \;{y}={1}$

C. ${x}={-1}, \;{y}={2}$

D. ${x}={-2}, \;{y}={-1}$

E. ${x}={2}, \;{y}={1}$