7th property of inverse trigonometric functions | 7th property of inverse trigonometry

In this video we learn proof of following formulas of inverse trigonometric functions property 7. sin^-1 (x) = cos^-1[√(1-x^2)]. sin^-1 (x) = sec^-1[1/√(1-x^2)]. sin^-1 (x) = tan^-1[x/√(1-x^2)]. sin^-1 (x) = cot^-1[√(1-x^2)/x]. cos^-1(x) = sin^-1[√(1-x^2)]. cos^-1(x) = cosec^-1 [1/√(1-x^2) ]. cos^-1(x) = tan^-1[√(1-x^2/x)]. cos^-1(x) = cot^-1 [x/√(1-x^2)]. 7th property of inverse trigonometry 7th property of inverse trigonometric functions inverse trigonometry lecture 10 examples on inverse trigonometric ratio problems on inverse trigonometric ratio questions on inverse trigonometric ratio inverse trigonometric ratio problems inverse trigonometric ratio questions inverse trigonometric ratio examples inverse trigonometric ratio show that examples questions on inverse trigonometric functions chapter inverse trigonometric functions chapter lecture inverse trigonometry chapter lecture