To solve this problem, we need to track Tina's movements on a plane and define her starting and stopping points.
Let's define the movement on a coordinate plane to visualize it better:
Now, we need to find the shortest distance and direction back to Point Y (0, 0) from Point Z (0, -6):
Therefore, the answer is that Tina should drive 6 km towards the north to reach Point Y again.
The correct answer is 6 km towards north.
Jack is walking on Light Street and can see the Regal Café to his left. What direction is Jack facing?

Jai leaves his home and turns towards the east on to Bank Street. He walks two blocks and then turns towards the south. He continues until the end of the road. Jai is closest to which of the following?

What is the direction of U with respect to P?
What is the shortest distance between R and T?
If a person walks 3m towards the North from point V, takes a right turn and walks for another 15m, which of the following points would he reach?
In which direction is Amit facing at point F?
What is the distance between the starting point and the end point?