Integration of trigonometric expression (tanx; cotx; secx; cosecx) View Solution Knowledge Check If tanx=3cotx then x=? A45∘ B60∘ C30∘ D15∘Submit The expression 1tanx+cotx+secx+cosec x equivalent to A12(sinx+cosx−1) B(sinx+cosx−1)2 C12(sinx−cosx+1) D(sinx−cosx+...
Cotθ = Base/Altitude Secθ = Hypotenuse/Base Cosecθ = Hypotenuse/Altitude How Do you Find Trigonometric Functions? The trigonometric functions are the ratio of the sides of aright-angled triangle. Further, we also apply the Pythagorean rule of Hypotenuse2= Altitude2+ Base2. Also, the trigo...
The six basictrigonometric functionsare f(θ) = sin θ, f(θ) = cos θ, f(θ) = tan θ, f(θ) = sec θ, f(θ) = cosec θ. Here the domain value θ is the angle and is indegreesor inradians. These trigonometric functions have been taken based on the ratio of the sides of...