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[IIT 1984] Find the value of [1+cos(PI/8)]*[1+cos(3*PI/8)]*[1+cos(5*PI/8)]*[1+cos(7*PI/8)].
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[IIT 1984] Find the value of [1+cos(PI/8)]*[1+cos(3*PI/8)]*[1+cos(5*PI/8)]*[1+cos(7*PI/8)].
[IIT 1984] Find the numerical value of tan [ 2*arctan(1/5) - PI/4 ].
[IIT 1984] Find all solutions of 2 raised to power [1 + cosx + square(cosx) + ...] = 4 in (-PI,PI).
[IIT 1984] Evaluate the limit [ 1 + 2 + ... + n ] / [ 1 - square(n) ] as n tends to infinity.
[IIT 1984] If x + |y| = 2y, then determine if y(x) is continuous and differentiable at x = 0.
[IIT 1984] Find dy/dx if y = exp{x*sin[cube(x)]} + (tanx) raised to power x.
[IIT 1981] Find the value of cos(2*arccosx + arcsinx) at x = 1/5.
[IIT 1994] Find value of the following trigonometric expression where w is the cube root of unity.
[IIT 1983] Find the value of tan [ arccos(4/5) + arctan(2/3) ].
[IIT 1986] Find the principal values of arcsin [ sin (2*PI/3) ].
[IIT 1988] Find the value of sqrt(3)*cosec20 - sec20.
[IIT 1995] Find the general value of T satisfying 2*square(sinT) - 3*sinT - 2 = 0.
[IIT 1983] Find f ' (0+) and f ' (0-) where f(x) is defined as follows.
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