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Compass and True Bearings - Revision Quiz 1
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Compass and True Bearings - Revision Quiz 1
Question 2 of 12The bearing angle of point B from point A is \(66^\circ \). Find the bearing angle of point A from point B
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Compass and True Bearings - Revision Quiz 1
Question 3 of 12A plane is 120 miles north and 85 miles east of an airport. If the pilot wants to fly directly to the airport, what bearing should be taken?
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Compass and True Bearings - Revision Quiz 1
Question 4 of 12A boat sails from a certain port in the direction \(S\,30^\circ E\). After the boat has sailed 8 km, how far is it due east of the port?
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Compass and True Bearings - Revision Quiz 1
Question 5 of 12A boat sails leaves from point S on a bearing of \(060^\circ \), after the boat has sailed 12 km,it reaches point P. How far is point P due east of point S?
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Compass and True Bearings - Revision Quiz 1
Question 6 of 12The bearing of the school from home is 070° and the distance between the school and home is 25 km.
a) How far north of home is the school?
b) What is the bearing of home from the school?
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Compass and True Bearings - Revision Quiz 1
Question 7 of 12The distance from Melbourne to Carlton is 100 km. If the bearing of Melbourne from Carlton is 200°, calculate
a) How far south Melbourne is from Carlton
b) The bearing of Carlton from Melbourne.
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Compass and True Bearings - Revision Quiz 1
Question 8 of 12A cyclist travels 7.8 km east then takes a break. He then cycles directly south for 9.6 km and stops there
a ) Calculate, correct to two decimal places, the distance from initial point to the end point.
b) Find the bearing of initial point from the end point to the nearest degree.
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Compass and True Bearings - Revision Quiz 1
Question 9 of 12Lucas left the office on his bike at 6 pm at the bearing of 120° at a speed of 70 km/h.
a) How far (to the nearest km) due south of office is Lucas at 8:30 p.m.?
b) What is the bearing (correct to the nearest degree) of office from Lucas?
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Compass and True Bearings - Revision Quiz 1
Question 10 of 12The diagram shows the location of three towns. Town A is 4km due north of town B, town C is 12 km from town B and \(\angle ABC = 140^\circ \).
(i) Find the shortest distance from town A to town C. (2 marks)
(ii) Find the bearing of town C from town A, to the nearest degree (3 marks)
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Compass and True Bearings - Revision Quiz 1
Question 11 of 12A boat sails from a point in the direction N \({20^o}\) E. After the boat has sailed for 10 km, how far is it due east of the point?
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Compass and True Bearings - Revision Quiz 1
Question 12 of 12The bearing angle of point P from point Q is \({210^o}\). Find the bearing angle of point Q from point P.
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