- 
					 Find the value of tan θ(1 + sec2θ)(1 + sec 4θ) (1 + sec8θ).
- 
                        -  tan 10θ
 
-  tan8θ
 
-  tan 12θ
 
- 1
 
-  tan 10θ
Correct Option: B
| tan θ(1 + sec2θ)(1 + sec 4θ) (1 + sec8θ) = tanθ |  | 1 + |  |  | 1 + |  |  |  | 1 + |  | |||
| cos2θ | cos4θ | cos8θ | 
| tan θ(1 + sec2θ)(1 + sec 4θ) (1 + sec8θ) = tanθ |  |  |  |  |  |  |  | ||||
| cos2θ | cos4θ | cos8θ | 
| tan θ(1 + sec2θ)(1 + sec 4θ) (1 + sec8θ) = tanθ |  |  |  |  |  |  |  | ||||
| cos2θ | cos4θ | cos8θ | 
[ ∴ 1 + cos2θ = 2cos2θ ]
| Required answer = 8 . | ||
| cos8θ | 
| Required answer = 4 . | ||
| cos8θ | 
| Required answer = 4 . | ||
| cos8θ | 
| Required answer = 2 . | ||
| cos8θ | 
| Required answer = | ||
| cos8θ | 
| Required answer = | = tan8θ | |
| cos8θ | 
 
	