Formula for area of a triangle ABC is
A). 2ab sin C = 2bc sin A = 2ac sin B
B). 3/2ab sin C = 3/2bc sin A = 3/2ac sin B
C). 1/2ab sin C + 1/2bc sin A + 1/2ac sin B
D). 1/2ab sin C = 1/2bc sin A = 1/2ac sin B
1/2ab sin C = 1/2bc sin A = 1/2ac sin B
1/2ab sin C = 1/2bc sin A = 1/2ac sin B
1. cosα + sinα = √2 cosα then the value of cosα - sinα is -
3. If cos (10° 7’ 32”) = a, then the value of sin(79° 52’ 28”) + tan (10° 7’ 32”) is –
6. What is the value of tan3A?
7. What is the value of cosec(-7π/6)?
10. If \({\cos ^4}\theta - {\sin ^4}\theta = \frac{2}{3}\), then the value of 1 – 2 sin2θ is