If `theta` is an angle in standard position and its terminal side passes thorugh the point `(sqrt(3)/(2), -(1)/(2))` on the unit circle, then a possible value of `theta` is

In the figure above, theta is an angle in standard position and its terminal side passes through the point P(-(1)/(2), (sqrt(3))/(2)) on the unit circle. What is the possible value of theta ?

Find all trignometric functions of angle in standard position whose terminal arm passes through point(-2,-1)

Find all trignometric functions of angle in standard position whose terminal arm passes through point(3,-4)

The terminal side of an angle theta in standard position passes through the point (3,-4). Find the six trigonometric function values at angle theta .

If cos 2 theta =(sqrt(2)+1)( cos theta -(1)/(sqrt(2))) , then the value of theta is

If cos 2theta=(sqrt(2)+1)(cos theta-(1)/(sqrt(2))) , then the general value of theta(n in Z)

If cos 2theta=(sqrt(2)+1)(cos theta-(1)/(sqrt(2))) , then the general value of theta(n in Z)

If cos 2 theta =(sqrt(2)+1)( cos theta -(1)/(sqrt(2))) , then the value of theta is