We know that
$$ {1+tan^2{θ}}={sec^2θ}$$
$$ {1+cot^2{θ}}={cosec^2{θ}}$$
$$ \sqrt {1+tan^2{θ}+1+cot^2{θ}}$$
If 2sin2 θ – 3 sin θ + 1 = 0, θ being positive angle, then the values of θ are :
1116 05dd383adbfcbc45cddedf30cIf cos3A = X, then value of X?
1115 05ecf38f579d67a247e48737fIf secθ – tanθ = 1/3 what is secθ + tanθ?
1105 05eb4ece5336570304e19867bIf 4tanθ=3,the value of $$ \left({4sinθ-2cosθ\over4sinθ+2cosθ}\right) $$ is:-
1102 05efeaf90d4461c5b47dceb30What is the value of $$ {2tan53°\over cot37°} -{cot80°\over tan10°}$$ is:
1101 05dae9a217f47a948b61044cd$$ sin^2 5° + sin^2 10°+sin^2 15°+.....sin^2 85°+sin^2 90°$$ is equal to
1082 05e7d9ed3964aff79eb57fa01