SSC Board Practice

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SSC Grade X - Trigonometry

Question 1

1.	Given   cos G = 12 13 , find   cot G
	13 12 12 5 5 12 13 5 5 13

Question 2

2.	Given   cos P = 2 9 √ 14 , find   cot P
	5 28 √ 14 9 5 5 9 9 28 √ 14 2 5 √ 14

Question 3

3.	For angle values from 0° to 90°, which of the following are true?
	a) The sine value of the angle increases b) The sum of the squares of the sine and cosine values remains a constant c) The cosine value of the angle increases d) The cotangent value of the angle increases e) The tangent value of the angle increases f) The product of the sine and cosine values remains a constant
	{d,b} {a,b,e} {c,a} {f,c,e} {d,a,b}

Question 4

4.	Given   cosec K = 5 3 , find   cot K
	4 3 3 4 4 5 5 4 3 5

Question 5

5.	Given   tan B = 8 15 , find   cot B
	17 8 15 17 15 8 17 15 8 17

Question 6

6.	In the given figure, △FHG is right angled at G. If FG = 8 cm and ∠H = 30°, find GH
	12 √ 2 cm 8 cm 8 √ 18 cm 24 cm 8 √ 3 cm

Question 7

7.	If   tan θ   −   cot θ  =  6   , find     tan 2   θ   +       cot 2   θ
	35 40 39 38 37

Question 8

8.	cos 45° sin 0° cot 90°   +   sin 60° sin 45° cos 90° tan 45° cosec 30°   −   sec 0° sin 60° =
	1 ( − 2 ) 3 ( − 1 ) 0

Question 9

9.	tan 28° cot 62° =
	1 tan 28° -1 0 tan 62°

Question 10

10.	Express   tan 65°   in terms of   cosec 65°
	cosec 65°     √ cosec 2   65°   −   1     √ cosec 2   65°   −   1     1     cosec 65°     1     √ cosec 2   65°   −   1     √ cosec 2   65°   −   1     cosec 65°

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