Прямые \(\displaystyle AP\) и \(\displaystyle BQ\) пересекаются в точке \(\displaystyle O\). Найдите значения углов \(\displaystyle AOB\), \(\displaystyle AOQ\) и \(\displaystyle POQ\), если известно, что \(\displaystyle ∠ BOP=65^{\circ}.\)

\(\displaystyle ∠ AOB=\) [ ]\(\displaystyle ^{\circ}\)

\(\displaystyle ∠ AOQ=\) [ ]\(\displaystyle ^{\circ}\)

\(\displaystyle ∠ POQ=\) [ ]\(\displaystyle ^{\circ}\)