sin(9pi/7) = -sin(2pi/7)

Stuck....

Step by step would be appreciated very much.

Thanks

Printable View

- August 30th 2012, 04:25 PMwaleedrabbaniexplain why these two expressions are equal
sin(9pi/7) = -sin(2pi/7)

Stuck....

Step by step would be appreciated very much.

Thanks - August 30th 2012, 06:19 PMskeeterRe: explain why these two expressions are equal
note ...

... now use the sum identity for sine - August 30th 2012, 06:37 PMrichard1234Re: explain why these two expressions are equal
If you draw the terminal angles and on a unit circle, you will see that they differ by . The sine of the angle is the y-coordinate of that angle/point on the unit circle. You will see that one is the negative of the other.

In general, . - August 30th 2012, 08:38 PMProve ItRe: explain why these two expressions are equal
- August 31st 2012, 04:11 AMskeeterRe: explain why these two expressions are equal
- August 31st 2012, 04:12 AMProve ItRe: explain why these two expressions are equal
- August 31st 2012, 11:36 AMskeeterRe: explain why these two expressions are equal
- September 7th 2012, 09:57 PMtrutinhRe: explain why these two expressions are equal
i am appreciate you ... this is right .... work smart not hard...

\sin\left(\frac{9\pi}{7}\right) = \sin\left(\pi + \frac{2\pi}{7}\right)