Řešení - Absolute value equations

$$\left(2c\right)-10c=\left(10c\right)-10c$$

Zjednodušte aritmetiku:

$$-8c=\left(10c\right)-10c$$

Zjednodušte aritmetiku:

$$-8c=0$$

Divide both sides by the coefficient:

$$c=0$$

$$\frac{\left(2c\right)}{2}=\frac{\left(-10c\right)}{2}$$

Zjednodušte zlomek:

$$c=\frac{\left(-10c\right)}{2}$$

Zjednodušte zlomek:

$$c=-5c$$

Add $$$$ to both sides:

$$c+5c=\left(-5c\right)+5c$$

Zjednodušte aritmetiku:

$$6c=\left(-5c\right)+5c$$

Zjednodušte aritmetiku:

$$6c=0$$

Divide both sides by the coefficient:

$$c=0$$