If cos(π/7),cos(3π/7),cos(5π/7) are roots of the equation 8x^3 4x^2 4x+1=0 ,then cos(π/14) cos(3π/14) cos(5π/14) is
![View question - Write cos \frac(pi)(6) cos \frac(pi)(7) - sin \frac(pi)(7) sin \frac(pi)(6) as a trigonometric function of one number. Keep pi in your answe View question - Write cos \frac(pi)(6) cos \frac(pi)(7) - sin \frac(pi)(7) sin \frac(pi)(6) as a trigonometric function of one number. Keep pi in your answe](https://web2.0calc.com/img/question-preview-image/write-cos-frac-pi-6-cos-frac-pi-7-sin-frac-pi-7-sin-frac-pi-6-as-a-trigonometric-function-of-one-number-keep-pi-in-your-answe.png)
View question - Write cos \frac(pi)(6) cos \frac(pi)(7) - sin \frac(pi)(7) sin \frac(pi)(6) as a trigonometric function of one number. Keep pi in your answe
![SOLVED:Find the exact value of (a) sin^-1(sinπ/ 7) (b) sin^-1(sinπ) (c) sin^-1(sin5 π/ 7) (d) sin^-1(sin630) SOLVED:Find the exact value of (a) sin^-1(sinπ/ 7) (b) sin^-1(sinπ) (c) sin^-1(sin5 π/ 7) (d) sin^-1(sin630)](https://cdn.numerade.com/previews/59eecb70-0600-4256-94af-a07c8e9c0f75.gif)