#### Answer

sometimes true

#### Work Step by Step

Distribute 2 to get
$\\\\9x+4+2x \lt 5+9x
\\\\11x+4 \lt 5+9x$.
$\\\\\\$Subtract $9x$ and 4 from both sides to get
$\\\\2x\lt 1$.
$\\\\\\$Divide both sides by 2 to get
$\\\\x \lt \frac{1}{2}$.
$\\\\\\$Thus, the given inequality is $\text{sometimes true}$.