This BITSAT mock papers consists of BITSAT advanced trignometry questions which are part of the BITSAT Mathematics section.
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In triangle ABC and Find the measure of angle C.
In triangle ABC, and .Find the measure of angles A and B.
Determine the minimum value of Overall , where k is in Z.
Find all pairs of real numbers with
[USAMO 2002 proposal, by Cecil Rousseau] Find the maximum value of if
[China 1997] Let x, y, z be real numbers with such that . Find the maximum and the minimum values of the product
Find the sum of all x in the interval such that
[AMC12P 2002] Given thatfind n.
[AIME 2003] Let and be points in the coordinate plane. Let ABCDEF be a convex equilateral hexagon such that and and the y coordinates of its vertices are distinct elements of the set The area of the hexagon can be written in the form where m and n are positive integers and n is not divisible by the square of any prime. Find
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