A park $ABCD$ is shown in the scale drawing.
The scale means 1 centimetre stands for 20 metres.
A North arrow is included, and the points are marked $A, B, C, D$.
(a)[2]
Work out the actual distance $AD$.
(b)[1]
Work out the bearing of $B$ as seen from $A$.
(c)[2]
A route across the park is equidistant from $CB$ and $CD$. Using only a straight edge and compasses, construct the location of the route. Include your construction arcs.
Worked solution & mark scheme
This 5-mark question has a full step-by-step worked solution and mark scheme. One marking point: “The distance is 168.” …