cosecant

If f ( s ) = ln (cosec 9 s - cot 9 s ), then find f ′ ( s ). => - 9cosec 9 s or 1 cos e c 9 s cot 9 s or 1 cos e c 9 s - cot 9 s or 9cosec 9 s or 1 cos e c 9 s - 1 cot 9 s..

If a ³ = sec θ - cos θ and b ³ = cosec θ - sin θ, find a ² b ²( a ² + b ²). => 1 or a b or a b or 0..

If I = ∫ sec 2 9 x cosec 4 9 xdx = K cot 3 9 x + L tan 9 x + M cot 9 x + C, then find the values of K, L, and M. => K = - 2 9 , L = 1 9 , M = - 1 2 7 or K = - 1 9 , L = 2 9 , M = - 1 2 7 or K = - 1 27 , L = 1 9 , M = - 2 9 or K = - 1 9 , L = 1 2 7 , M = -..

The trigonometric ratio's are: Sine, Cosine, Tangent, Cotangent, Secant, and Cosecant..

Introduction - The trigonometric ratio's are: Sine, Cosine, Tangent, Cotangent, Secant, and Cosecant..

The equation sec q = 0, cosec q = 0 can have no solutions as the values of sec q and cosec q cannot be numerically less than ..

= (3 sec x - 4 cosec x) (2 cos x - 5 sin x) + (2 sin x + 5 cos x) (3 sec x.tan x + 4 cosecx cot x) = 6 sec x. cos x - 15 sec x. sin x - 8 cosec x. cos x + 20 cosec x. sin x + 6 sin x sec x. tan x + 8 sin x. cosec x . cot x + 15 cos x. sec x. tan x + 20 c..

The Values of Trigonometric Functions of 90 o and 0 o are: cos90 o = 0, sin90 o = 1, tan90 o = Not defined, sec90 o = Not defined, cot90 o = 0, cosec90 o = 1, cos0 o = 1, sin0 o = 0, here cosec0 o and cot0 o are not defined, sec0 o = 1, tan0 o = ..

Find D t cot 5 7 t . => - 5 cosec 2 7 t cot 4 7 t or - 35 cosec 2 7 t cot 4 7 t or 35 cosec 2 7 t cot 4 7 t or - 5 cosec 2 7 t..

Find D t cot 9 14 t . => - 9 cosec 2 14 t cot 8 14 t or 126 cosec 2 14 t cot 8 14 t or - 126 cosec 2 14 t cot 8 14 t or - 9 cosec 2 14 t..