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$14$ The Matrix form of the linear system $\dfrac {dx} {dt}=3x-5yd$ $a0d$ $\dfrac {dy} {d}=4x+8y$ is A. $\dfrac {d} {d} \begin{cases} x \\ y^{\right)}=\left(3 \end{cases} $ $4$ $-5 \begin{cases} x \\ y^{\right)} \end{cases} $ $8$ B. $\dfrac {d} {dt} \begin{cases} x \\ y^{\right)}=\left(3 \end{cases} $ $4$ 8 $ \begin{cases} x \\ \right) \\ y \end{cases} $ $-5|$ C. $d$ $ \begin{cases} x \\ \right)= \\ y \end{cases} $ $4$ 8 $d$ $y$ 3 $-5| \begin{cases} x \\ y^{\right)} \end{cases} $ $8$ D. $\dfrac {d} {dt} \begin{cases} x \\ y^{\right)}=3 \end{cases} ^{4}$ $-5||y\right)$ $ \begin{cases} x \\ y^{\right)} \end{cases} $
Algebra
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Qanda teacher - pragnesh
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