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Bearings, Sine and Cosine Rule

Total questions: 20

Worksheet time: 40mins

Name
Class
Date
1.
What is the correct bearing
a)
304
b)
44
c)
56
d)
056
2.
Bearings are measured from North, Clockwise, using 3 digits
a)
True
b)
Flase
3.

What is
the Bearing
 of A
from B?
a)
45
b)
130
c)
045
d)
135
4.

What is
the Bearing
 of A
from C?
a)
315
b)
225
c)
045
d)
135
5.

Write the bearings of A from O

a)

125

b)

055

c)

035

d)

305

6.

Choose the correct bearing of A from O

a)

30

b)

030

c)

300

d)

330

7.

Find the bearing of A from B.

(a)  

8.

What is the bearing of B from A?

a)

090o

b)

90o

c)

270o

d)

180o

9.

What is the bearing of B from A?

a)

61o

b)

241o

c)

119o

d)

061o

10.

What is the bearing of B from A?

a)

39o

b)

039o

c)

321o

d)

141o

11.

A sailboat left the dock heading 030°T030\degree T  and travelled 100 kilometres. How far east of the dock is the sailboat at this time?

a)

50 km

b)

86.6 km

c)

100 km

d)

150 km

e)

13.4 km

12.

Find the shaded angle ABC

a)

105o

b)

125o

c)

235o

d)

135o

13.
What rule should you use?
a)
Sine
b)
Cosine
14.
What rule should you use?
a)
Sine
b)
Cosine
15.
Find the length of AB
a)
10
b)
8
c)
6.1
d)
4.9
16.
Triangle ABC has side a = 3, side b = 5, and side c = 7. Find the size of angle A. 
a)
220
b)
380
c)
1200
d)
1500
17.

Find the missing angle θ

a)

27.9o

b)

29.2o

c)

26.8o

d)

45o

18.

Find the missing side x

a)

6.39cm

b)

12.7cm

c)

7.31cm

d)

8.13cm

19.

The diagram shows 3 helicopters D, E and F. Helicopter D is due South of helicopter E.

Find the distance of helicopter F from helicopter E

a)

216m

b)

772m

c)

988m

d)

108m

20.

Choose the appropriate method to solve for x

a)

Pythagoras' Theorem

b)

Trig Ratios

c)

Inverse Functions

d)

Sine Rule

e)

Cosine Rule