Question 316023: what is the reference angle for theta= 5pi/3? I know that 300 degrees= 5pi/3. so this means that theta lies in quadrant four and this means that you subtract theta from 360 degrees. so i'm thinking 360-300 = 60degrees or pi/3 radians as the answer. thanks in advance Answer by jim_thompson5910(35256) (Show Source):

Question 393564: what is the point in the unit circle that corresponds to t=5pi/3 ? Answer by robertb(5830) ( Show Source ): You can put this solution on YOUR website!

Question 631678: Find the exact value of tan 5pi/3? Answer by lwsshak3(11628) (Show Source):

5pi/3 does correspond to a main angle. And you can do it with only the unit circle. First locate 5pi/3 on the unit circle. The x-coordinate of that point (you determine this using the special right triangle) is the cosine of that angle, and the y-coordinate is the sine of that angle.

determine the exact value of cot 5pi/3 by using its co function identity I'm not sure what you meant by co function identity, but this is how I would do it. From its initial position, rotate terminal side 2-2/3 π radians which makes an angle of π/6 radians with the x-axis.

find the exact coordinates of the point on a circle of radius 5 at an angle of 5pi/3 an angle of ( degrees) is in the positive x direction if the circle is centered at the origin and the is measured counter clockwise from the x-axis, then the point on the circle would be in Quadrant IV, and the distance from the origin to the - coordinate of ...

Question 1081638: Explain how to find the exact value of cot 5pi/3 including quadrant location Answer by josmiceli(19441) ( Show Source ): You can put this solution on YOUR website!

3/4 Note: to find the value of sin 300 you must first find the reference angle of angle 300 which is 60.....and remember that angle 300 lies on the IV quadrant... therefore sin300= -sin60

Question 849421: Find the terminal point P(x,y) on the unit circle determined by the value of t. t= pi/2 t=5pi/6

Algebra -> Trigonometry-basics-> SOLUTION: Find the exact value using a double-angle identity.cos {{{ 5pi/3 }}} Could you please show the steps to get the answer?