Use ANNEXURE \( A \) and \( B \). 1.1.1 Drawline \( B C \) with point \( C \) on vertical line \( \triangle F \), creating \( A B C=30^{\circ} \)

To create line \( BC \) with point \( C \) on the vertical line of triangle \( F \) such that angle \( ABC = 30^{\circ} \), start by drawing triangle \( F \) and identifying its vertical line. Next, from point \( B \), use a protractor to mark a \( 30^{\circ} \) angle with the horizontal line originating from \( B \). Extend this line to intersect the vertical line at point \( C \). Make sure your lines are clearly defined so that the angle can be easily observed and measured. Once your angle is established, label points \( A \), \( B \), and \( C \) clearly. It might help to draw the point \( A \) to complete \( \triangle ABC \), ensuring you can visualize how \( B C \) interacts with your angle. Check that the angle measures \( 30^{\circ}\) using your protractor to confirm precision. This way, you’ll have your angle drawn correctly while also practicing your geometric construction skills!