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Trigonometry: Answers to 1dp Trigonometry: Answers to 1dp 1.) 2.) b

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Presentation on theme: "Trigonometry: Answers to 1dp Trigonometry: Answers to 1dp 1.) 2.) b"— Presentation transcript:

1 Trigonometry: Answers to 1dp Trigonometry: Answers to 1dp 1.) 2.) b
Sin x = O H Cos x = A H Tan x = O A Trigonometry: Answers to 1dp Sin x = O H Cos x = A H Tan x = O A 1.) ) b 1.) ) b 7m 7m 40˚ 33˚ 40˚ 33˚ 4cm 4cm a a 3.) ) 3.) ) d d 6m 6m 35˚ 35˚ 4.3m 51˚ 4.3m 51˚ c c 5.) ) 5.) ) 2m 2m e 45˚ 67˚ f e 45˚ 67˚ f 4m 4m 7.) ) 7.) ) h h 4.5m 4.5m 53˚ 53˚ 45˚ 8.9m 45˚ 8.9m g g 9.) ) j 9.) ) j k k 22˚ 22˚ 7cm 15˚ 15˚ 8.1m 7cm 8.1m 11.) ) 11.) ) 18cm 27˚ 11m n 18cm 27˚ 11m n 20˚ 20˚ m m

2 Trigonometry: Answers to 1dp Trigonometry: Answers to 1dp 1.) 2.) 16cm
Sin x = O H Cos x = A H Tan x = O A Trigonometry: Answers to 1dp Sin x = O H Cos x = A H Tan x = O A 1.) ) 16cm 1.) ) 16cm 6m 6m 28cm 28cm 3cm 3cm 3.) ) 3.) ) 55m 55m 12m 12m 28m 28m 7m 7m 5.) ) 5.) ) 22m 22m 18m 18m 12cm 14cm 12cm 14cm 7.) ) 7.) ) 13cm 13cm 46cm 46cm 15cm 15cm 34cm 34cm 9.) ) 39m 9.) ) 12m 39m 12m 57m 13m 57m 13m 11.) ) 11.) ) 35km 35km 12m 8m 12m 8m 25km 25km

3 Which side is coloured Red?
Opposite Adjacent Hypotenuse

4 Which side is coloured Red?
Opposite Adjacent Hypotenuse

5 Which side is coloured Red?
Opposite Adjacent Hypotenuse

6 Which side is coloured Red?
Opposite Adjacent Hypotenuse

7 Which side is coloured Red?
Opposite Adjacent Hypotenuse

8 7cm 5cm Sin Tan Cos

9 8cm 5cm Sin Tan Cos

10 9cm 6cm Sin Tan Cos

11 10cm 8cm Sin Tan Cos

12 10cm 9cm Sin Tan Cos

13 10cm 8cm Sin Tan Cos

14 10cm 9cm Sin Tan Cos

15 9cm 6cm Sin Tan Cos

16 9cm 6cm Sin Tan Cos

17 x 32˚ 4 x = 7.7 4 7 x = 10.0 4 32˚ x 7 x = 55.2 5 x = 6.3 x = 6.4 7 x 65˚

18 x 32˚ 4 x = 7.7 4 7 x = 10.0 4 32˚ x 7 x = 55.2 5 x = 6.3 x = 6.4 7 x 65˚

19 x 65˚ 7 x = 4.7 x = 35.5 4 7 47˚ 6 x x = 44.4 x = 34.8 7 5 x = 5.6 x 47˚ 6

20 x 65˚ 7 x = 4.7 x = 35.5 4 7 47˚ 6 x x = 44.4 x = 34.8 7 5 x = 5.6 x 47˚ 6

21 A B Cos Sin Which ratio should I use? x 3 23° D C Pythagoras Tan

22 A B Cos Sin Which ratio should I use? y 21° 6 D C Pythagoras Tan

23 A B Cos Sin Which ratio should I use? 10 y 6 D C Pythagoras Tan

24 A B D C 4 x 35 35 x 4 Which triangle is this calculation from?
x = 4sin35 x D C 35 4 35 4 x

25 A B D C 4 3   4 3 Which triangle is this calculation from?
Cos  = 0.75 D C 4 x 3 4 3

26 A B D C x 3   4 4 3 x Which triangle is this calculation from?

27 Beal is East of Abbot Chesterfield is south of Abbot Beal is 24km from Chesterfield on a bearing of 034°. Find the distance of Beal from Abbot to 2 decimal places. Drawing Calculation Use Sin Sin 34 = x 24 x A B x = 13.42km C 034° 24km

28 Two towns; Abbot and Beal are 24km apart.
The bearing from Abbot to Chesterfield is 180° Chesterfield is 17km from Abbott Find the distance from Chesterfield to Beal to 2 decimal places. Drawing Calculation N 180° A B 24km 90° 17km x C


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