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Bearings

Bearings

Assessment

Presentation

Mathematics

11th Grade

Medium

Created by

Sharon Rummins

Used 9+ times

FREE Resource

11 Slides • 18 Questions

1

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​TRUE BEARINGS are used to describe the direction of one object relative to another object.

The direction is described by comparing it with the true north direction.

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5

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​A quick recap about degrees.

6

Multiple Choice

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What is the measure of the shaded part of the circle?

1

180 degrees

2

90 degrees

3

360 degrees

4

270 degrees

7

Multiple Choice

How many 1 degree turns are in a full circle?
1
500
2
1000
3
360
4
15

8

Multiple Choice

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How many degrees make up the marked part of this circle?
1
500
2
60
3
72
4
90

9

Multiple Choice

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What is the measure of the shaded part of the circle?
1
180 degrees
2
90 degrees
3
360 degrees
4
40 degrees

10

Multiple Choice

What is the measure of a straight angle?

1

12 degrees

2

90 degrees

3

180 degrees

4

360 degrees

11

Multiple Choice

How many degrees are in a semicircle?
1
90
2
180
3
270
4
360

12

​Can you match the bearings ....

13

Match

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Match the following:

355°355\degree

290°290\degree

225°225\degree

012°012\degree

8585

FROM D TO A

FROM C TO D

FROM B TO D

FROM C TO B

FROM A TO B

14

Fill in the Blank

Question image

State the bearing from P to Q

(use 3 digits without the degree symbol)

15

Fill in the Blank

Question image

State the bearing from P to Q

(use 3 digits without the degree symbol)

16

Fill in the Blank

Question image

State the bearing from P to Q

(use 3 digits without the degree symbol)

17

Fill in the Blank

Question image

State the bearing from P to Q

(use 3 digits without the degree symbol)

18

Fill in the Blank

Question image

State the bearing from P to Q

(use 3 digits without the degree symbol)

19

​Using dot points, summarise the important things to remember about bearings.

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20

Bearings and trigonometry

When posed with a bearings problem, first draw a diagram.

Can you draw a diagram for this problem?

​When Joe goes jogging he finishes 2 km south and 3 km west from where he started. Find Joe's bearing ( to 1 d.p.) from his starting point.

21

​Did your drawing look like this?

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​We can now use trigonometry to find the bearing.

22

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​STEP 1: Find the angle in the triangle

​STEP 2: Look for circle halves or quarters

​STEP 3: Find the total bearing.

23

Fill in the Blank

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When Walter drives to his sports club, he finishes 10 km east and 7 km south of where he started.  Find Walter’s bearing (to the nearest degree) from his starting point.

(Use 3 digits without the degree symbol)

24

​Get ready for the final 5 quick fire questions

25

Multiple Choice

Question image
What is
the correct bearing?
1
30
2
330
3
030
4
60

26

Multiple Choice

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Choose the correct true bearing

1

75

2

255

3

195

4

075

27

Multiple Choice

Question image

Find the bearing from B to A.

1

130o

2

050o

3

230o

4

290o

28

Multiple Choice

If a ship travels south and then turns to a bearing of 135135^\circ , what direction is the ship now facing?

1

Southeast

2

Southwest

3

Northeast

4

Northwest

29

Multiple Choice

A cyclist travels 5 km west and then 5 km south. What is the bearing from the starting point to the end point?

1

135135^\circ

2

225225^\circ

3

315315^\circ

4

4545^\circ

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