Find the general solution $of$ the given higher$-$order differential equation. $y\text{'}\text{'}\text{'}+5y\text{'}\text{'}-6y\text{'}=0$

Find the general solution $of$ the following differential equation.

$y^{\text{'}\text{'}}+5y^{\text{'}}-6y=0$

NOTE: Use $c_1$ and $c_{2}as$ arbitrary constants.

Use $tas$ the independent variable.

$y(t)=c_1+c_2{e}^{-x}+$