**For the first time SSC 2016 examination will be held in Computer Based pattern and managing time will be one of the important factor while solving the questions. So in order to make students familiar with such a situations we are providing questions in a time based manner , which will help students to manage the time properly.**

**1. If tan2B= (1 –sinA)/(1 +sin A)then, find the value of A + 2B?**

π/2

3π/2

5π/2

π

**2. Find the value of (1+tan75°)/(1 –tan75° )?
**

-√3

2√3

0

1

Solution:

(1+tan75°)/(1 –tan75° )=(tan45°+tan 75°)/(1–tan45°.tan75° )

= tan (45° + 75°) = tan 120°

= tan (180° – 60°) = – tan 60° = –√3

= tan (45° + 75°) = tan 120°

= tan (180° – 60°) = – tan 60° = –√3

**3. If Q is an acute angle and cos ^{2}**

**q**

**+ cos**

^{4}**q**

**= 1 then find the value tan**

^{2}**q**

**+ tan**

^{4}**q**

**?**

0

1

-1

None of the above

**4. If cos ^{4}**

**q**

**– sin**

^{4}**q**

**= 2/3, then find the value of 2 cos**

^{2}**q**

**– 1?**

0

2/3

4/3

1

**5. **

a

b

c

d

**6. The value of (sec ****q**** – cos ****q****)(cosec ****q**** – sin ****q****) (tan ****q**** + cot ****q****) is**

1

2/3

2

0

**7. If cot A + cosec A = 3 and A is an acute angle, then the value of cos A is :
**

4/5

2

1/2

3/4

**8. Sin (45 + ****q****) – cos (45 – ****q****) is**

2sinq

1

2 cosq

0

**9. The least value of 2sin ^{2}**

**q**

**+ 3cos**

^{2}**q**

**is**

3

5

1

2

**10.**

a

b

c

d