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Targeting Grade C Shape and Space Unit 5 Bearings GCSE Mathematics.

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Presentation on theme: "Targeting Grade C Shape and Space Unit 5 Bearings GCSE Mathematics."— Presentation transcript:

1 Targeting Grade C Shape and Space Unit 5 Bearings GCSE Mathematics

2 TOP X from Y, Y from X Practice 1: Simple Bearings Practice 2: Locating a point TAIL Can you… Name the bearing of X from Y Work out simple bearings Use bearings to locate a position Try a test If not you need

3 Bearings are always measured from the North line Remember They must have 3 digits They are always measured in a clockwise direction What is the bearing of Y from X? What is the bearing of X from Y? TOP Lesson

4 Work out the bearing of (i) B from P, (i) P from A, 1. Practice 1: Simple Bearings Next

5 Measure and write down the bearing of B from A. On the diagram, draw a line on a bearing of 107° from A. 2. Lesson

6 Practice 2: 1. The diagram shows the position of Colwyn Bay and the position of Blackpool. The bearing of a ship from Colwyn Bay is 032°. The bearing of the ship from Blackpool is 290°. Draw an accurate diagram to show the position of the ship. Mark this position with a cross Label is S. Next

7 Measure and write down the bearing of B from A. On the diagram, draw a line on a bearing of 107° from A. 2. A map is drawn to a scale of 1: Two schools A and B are 12 centimetres apart on the map. (a)Work out the actual distance from A to B. Give your answer in kilometres. B is due East of A. C is another school. The bearing of C from A is 064°. The bearing of C from B is 312°. (b)Complete the scale drawing Mark, with a cross (´), the position of the school C. Lesson

8 1. This is a map of part of Northern England. A plane flies in a straight line from Preston to Stoke-on-Trent. (a)How far does it fly? Give your answer in kilometres. (b) Measure and write down the bearing of Preston from Manchester. TAIL Are you ready for the answers ? Scale: 1 cm represents 10 km Next (a) 90 km b) 317

9 The diagram shows the position of each of three buildings in a town. The bearing of the Hospital from the Art gallery is 072°. The Cinema is due East of the Hospital. The distance from the Hospital to the Art gallery is equal to the distance from the Hospital to the Cinema. Work out the bearing of the Cinema from the Art gallery. 2. TAIL Are you ready for the answers ? Lesson 72° + 9° = 81° So the bearing is – 90 – 108 = 162


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