19/03/2020Bearings and Distances(Study by Topics Junior Class) 0Comments by Gate Academy Welcome to your Bearings and Distances(Study by Topics Junior Class) NAME EMAIL PHONE NUMBER 1. A ship sails 200km on a bearing of 243.7^{o} How far south has it traveled?81.9 km90.1 km74.7 km68.9 km88.6 km2. A bearing of 310°, expressed as a compass bearing isN40°WN50°WS50°WS40°W3. For the above diagram,find the bearing of C from O195°240°070°015°4. The bearing of B from A is 060°. What is the bearing of A from B ?240°030°120°060°5. Three towns X, Y and Z are such that Y is located 50 km away from X on a bearing of 065°. Z is 100 km away from X on a bearing of 305°.The bearing of Z from Y is approximately ____221°319°041°286°6. If the bearing of B from A is 180°, what is the bearing of A from B ?090°180°360°0°7. For the above diagram,find the bearing of B from North145°100°260°090°8. The north-south (NS) line intersects the west-east (WE) line at right-angles. What are the bearings of the north-east (NE), south-east (SE), south west (SW) and north-west (NW) compass points ?NE 045°, SE 135°, SW 225°, NW 315°NE 045°, SE 225°, SW 135°, NW 345°NE 045°, SE 135°, SW 225°, NW 345°NE 045°, SE 225°, SW 135°, NW 315°9. The bearing a point P from a point Q is 065°. What is the bearing of Q from P245°155°295°115°10. An aircraft flies 400 km from a point O on a bearing of 025^{o} and then 700 km on a bearing of 080^{o} How far north of O is B?432 km484 km444 km456 km500 km11. A ship sails 200km on a bearing of 243.7^{o} How far west has it traveled?179.3 km169.3 km200.3 km180 km173.1 km12. An isosceles triangle are 66^{o}, 66^{o}, and 48^{o} at the center of the circle. If the shortest side of the trianlge is 8.4 cm, find the length of one of the two equal sides.13.614.615.616.617.613. If the bearing of B from A is the same bearing as the bearing of A from B, what can you conclude ?A is due north of BA is due east of BA is north-east of BThis is impossible because they are at the same place14. An aircraft flies 500 km on a bearing of 100^{o} and the 600 km on a bearing of 160^{o}. Find the distance and bearing of the finishing point from the starting point.952 km, 135950 km, 137954 km, 133951 km, 136953 km, 13415. Town C is due east of town A. Town C is 3 km from town B, on a bearing of 180° from B. Town B is 5 km from town A. How far is town C from town A ?4 km2 km3 km5 km16. An airplane flies 100 km on a bearing of 330° and then flies 300 km due west. How far west of the starting point is the plane400 km300 km200 km350 km17. A ship sails 35 km on a bearing of 042^{o}. How far south has it traveled?26.0 km25.0 km22.0 km24.0 km23.0 km18. A motorist travels from a town P on a bearing of 150°to a town Q 40 km away. From Q he travels to a town R on a bearing of 210°. If R is located directly south of P, how far is R from P?80 km40 km40√3 km40√2 km19. A girl starts at a point X and walks 3km due East to Y. she then walks 4km due North to Z. find the bearing of Z from X (to the nearest whole degree).045°060°090°037°053°20. Three towns X, Y and Z are such that Y is located 50 km away from X on a bearing of 065°. Z is 100 km away from X on a bearing of 305°. The distance between Y and Z is50√7 km50√3 km50√2 km50√5 km21 out of 20Time is Up!