Given two distinct points $P$ and $Q$ in the interior of $\angle \text{ABC}$, then…

Given two distinct points $P$ and $Q$ in the interior of $\angle \text{ABC}$, then $\overrightarrow{\text{AB}}$ will be:

  1. In the interior of $ \angle \text{ABC} $

  2. On the \(\angle\text{ABC}\)

  3. In the exterior of \(\angle\text{ABC}\)

  4. On the both sides of \(\overrightarrow{\text{BA}}\)

Solution

$ \overrightarrow{\text{AB}} $ is a line which from $ \angle \text{ABC} $ and it is the part of $ \triangle \text{ABC}. $

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