Số $\dfrac{-1}{3}$ được biểu diễn trên trục số bởi hình vẽ nào dưới đây?

$N \subset Q$

$Q \subset N$

$Q = Z$

$Q \subset Z$

$3 \in Q$

$\dfrac{5}{3} \in Z$

$\dfrac{0}{3} \in Q$

$\dfrac{1}{2} \notin N$

$\dfrac{{11}}{{13}}$

$- \dfrac{{ - 1\,2}}{{15}}$

$\dfrac{{ - \,5}}{{ - 7}}$

$- \dfrac{2}{{15}}$

$b \in \mathbb{Z};b \ne 0$

$b \ne 0$

$b \in \mathbb{Z}$

$b \in \mathbb{N};b \ne 0$

$\dfrac{4}{{10}}$

$- \dfrac{6}{{15}}$

$- \dfrac{{ - 4}}{{10}}$

$\dfrac{{ - 6}}{{ - 15}}$

$\dfrac{{ - 15}}{{13}}; - 1;\dfrac{{ - 11}}{{13}};\dfrac{{ - 9}}{{13}};0;\dfrac{4}{{13}};\dfrac{9}{{13}}$

$\dfrac{{ - 15}}{{13}};\dfrac{{ - 11}}{{13}};\dfrac{{ - 9}}{{13}}; - 1;0;\dfrac{4}{{13}};\dfrac{9}{{13}}$

$\dfrac{{ - 9}}{{13}};\dfrac{{ - 11}}{{13}}; - 1;\dfrac{{ - 15}}{{13}};0;\dfrac{4}{{13}};\dfrac{9}{{13}}$

$\dfrac{9}{{13}};\dfrac{4}{{13}};0;\dfrac{{ - 9}}{{13}};\dfrac{{ - 11}}{{13}}; - 1;\dfrac{{ - 15}}{{13}}$