Question
If sin(3θ) = cos(2θ), find
θ.Solution
We know sin(3θ) = cos(2θ). Using the identity cos(2θ) = sin(90° - 2θ) 3θ = 90° - 2θ Solving 3θ = 90° - 2θ gives 5θ = 90°, so θ = 18°. Answer: a
'Nine Gems of the Court of Akbar' the one who was a reputed poet of Hindi, was
Atmospheric Pressure at sea level equals:
Match the following historical battles with their participants:
I) Muhammad of Ghor vs Jayachandra       -  1) Battle of Chandawa...
Who was the author of Amuktamalyada?
The rulers of the Lodhi dynasty were
The main outlet for foreign trade during Akbar's reign was the port of
The most learned medieval Muslim ruler who was well versed in various, branches of learning including astronomy, mathematics and medicine was
Match the columns.
Institutions                                                       �...
Who was the ruler of the Koch dynasty during the spread of Ekasarana Dharma by Sankardev?
In whose reign did the Mughal painting reach its zenith?
