Question
Simplify the following trigonometric expression: 9 sin
36° csc 54° − 7 tan 47° cot 43°Solution
= 9 sin 36° csc(90° - 36°) - 7 tan 47° cot(90° - 47°)
= 9 sin 36° sec 36° - 7 tan 47° tan 47°
= 9 - 7 = 2
If (sin 3A sec 6A = 1) , then what will be the value of cos 6A?
What is the value of cosec30° sec30°?

- Determine the value of:(sin 38 o cos 52 o + cos 2 38 o ) X sin 30 o + (cos 60 o tan...
- If 2cosec 2 A – cot 2 A = 5 and 0 o < A < 90 o , then find the value of ‘A’.
Find the maximum value of 14 sin A + 24 cos A.
If sin A - cos A = 3/7, then find value of sinA + cos B, where A is an acute angle.
If 4sin² θ = 3(1+ cos θ), 0° < θ < 90°, then what is the value of (2tan θ + 4sinθ - secθ)?
If tan θ + cot θ = 2 where 0 < θ < 90 ; find the value of tan17 θ + cot19 θ.