Point B is 3 meters North of Point A. Point C is 3 meters West of Point B. Point D is 6 meters South of Point C. Point E is 11 meters East of Point D. Point E is how far (minimum distance) and in whi…

Question

Point B is 3 meters North of Point A. Point C is 3 meters West of Point B. Point D is 6 meters South of Point C. Point E is 11 meters East of Point D. Point E is how far (minimum distance) and in which direction to Point B ?

PYQPulse · Accepted Answer

10 m, South-East

PYQPulse · Answer

Explanation: Coordinates: A(0,0), B(0,3), C(-3,3), D(-3,-3), E(8,-3). E relative to B(0,3): dx=8, dy=-6. Distance = sqrt(64+36) = 10 m, direction south-east. Answer: (2).

Point B is 3 meters North of Point A. Point C is 3 meters West of Point B. Point D is 6 meters South of Point C. Point E is 11 meters East of Point D. Point E is how far (minimum distance) and in which direction to Point B ?

Answer: B. 10 m, South-East

Explanation

Point B is 3 meters North of Point A. Point C is 3 meters West of Point B. Point D is 6 meters South of Point C. Point E is 11 meters East of Point D. Point E is how far (minimum distance) and in which direction to Point B ?

Answer: B. 10 m, South-East

Explanation