This is a path diagram of a rectangular park. The distances are given as \(AB = BC = \) 21 \(m\). \(AF =\) 11 \(m\). The curved path \(BD = \) 14 \(m\). If the opening gate is on \(A\) and the end gate is on \(F\), imagine Tanya is travelling in a path \(ABCDBEF\). What is the displacement and distance travelled by Tanya?
The distance travelled by Tanya is m.
The displacement travelled by Tanya is m.