m(x-2m)(x+m+3)<0

$$m ( x - 2 m ) ( x + m + 3 ) < 0$$

x üçün həll et

$$\left\{\begin{matrix}x\in \left(-\left(m+3\right),2m\right)\text{, }&m>0\\x>-\left(m+3\right)\text{, }&m<-1\\x>2m\text{, }&m\geq -1\text{ and }m<0\\x<-\left(m+3\right)\text{, }&m>-1\text{ and }m<0\\x<2m\text{, }&m\leq -1\end{matrix}\right,$$

m üçün həll et

$$\left\{\begin{matrix}m>\frac{x}{2}\text{, }&x>0\\m>0\text{, }&x\geq -3\text{ and }x\leq 0\\m>-\left(x+3\right)\text{, }&x<-3\\m\in \left(-\left(x+3\right),\frac{x}{2}\right)\text{, }&x>-2\text{ and }x<0\\m\in \left(-\left(x+3\right),0\right)\text{, }&x\geq 0\\m\in \left(\frac{x}{2},0\right)\text{, }&x\leq -3\\m\in \left(\frac{x}{2},-\left(x+3\right)\right)\text{, }&x>-3\text{ and }x<-2\end{matrix}\right,$$