Question1) $3 x=2 x+50$ 2) $6 x=2 x+44$ 3) $8 x=2 x+36$ 4) $4 x=x+18$ $$\begin{array}{l} 3 x=2 x+50 \\ 3 x \neq 2 x+50 \end{array}$$

Studdy Solution
Analyze the inequality $3x \neq 2x + 50$:
Subtract $2x$ from both sides:
$$3x - 2x \neq 50$$
$$x \neq 50$$
This indicates that $x$ cannot be equal to 50.
The solutions to the equations are: 1) $x = 50$ 2) $x = 11$ 3) $x = 6$ 4) $x = 6$
The inequality $3x \neq 2x + 50$ implies $x \neq 50$.