A person starts walking from a park towards the north for 4 km to point A. Then he takes a right turn and walks 6 km to B. He turns left and walks 5 km to C. He turns left again and walks 3 km to D. He turns left once more and walks 2 km to E. Then he turns right and walks 4 km to F. Finally, he turns right and walks 3 km to G. Which statement is true?

Point D is to the northeast of point F
Point A, B and G are in a straight line
Point B is to the northwest of point G
Point F is to the north of point B

Correct answer: Point A, B and G are in a straight line

Solution

By tracking the movements, points A, B, and G lie on the same straight line. The other statements do not match the final relative positions of the points.

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