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Solution
The correct answer is A
- If cosec [180° − (3q/2) ] = √2, 0° < q < 90°, then find the value of {(2/√3) X cos q - 4 cos 3q}.
Given that tan(A+B) = √3 and tan(A-B) =1/√3, find the values of A and B.
tan 20Ëš x tan 23Ëš x tan 67Ëš x tan 70Ëš = ?
If cot2A = tan(A+6Ëš ) Â , find the value of A? Given that 2A and A+6Ëš Â are acute angles.
If tan θ + cot θ = 2 where 0 < θ < 90 ; find the value of tan17 θ + cot19 θ.
What is the value of cosec30° sec30°?
- Find the value of sin²33° + sin²57° + cos²48° + cos²42°.
The minimum value of 45 sin2 θ + 28 cos2 θ is
If tan 3.5θ x tan 6.5θ = 1 then the value of tan 5θ is
Find the value of: (Sin2 60 ° X cos 30 ° X sec 60°)/tan 30°