Question 27If $f(x)=3x+2$ for all real $x,$ then the statement: “$|f(x)+4|\lt a$ whenever $|x+2|\lt b$ and $a\gt0$ and $b\gt0$” is true when$b\le \frac{a}{3}$$b\gt \frac{a}{3}$$a\le \frac{b}{3}$$a\gt \frac{b}{3}$The statement is never true.