Applying Trig Functions to Angles of Rotation - Page 6
Questions
- How do you find the values of #theta# given #csctheta=(2sqrt3)/3#?
- How do you find the values of #theta# given #sintheta=sqrt2/2#?
- How to prove that α+β=π/4 ? When α=arctan(1/2) and β=arctan(1/3) ?
- How do you find the values of #theta# given #sectheta=sqrt2#?
- How do you sketch the angle in standard position #(2pi)/9#?
- How do you sketch the angle in standard position #-(23pi)/3#?
- If the angle #100^circ# is in standard position, which quadrant does it terminate?
- How do you use #sintheta=1/3# to find #costheta#?
- How do you use #sintheta=1/3# to find #sectheta#?
- How do you find the reference angle for #-(11pi)/3#?
- How do you solve the equation on the interval [0,2pi) for ?? 3sin theta-1=0
- How do you use #tantheta=4# to find #sectheta#?
- How do you use #tantheta=4# to find #costheta#?
- How do you use #tantheta=4# to find #csctheta#?
- How do you use #csctheta=4# to find #sintheta#?
- How do you use #csctheta=4# to find #costheta#?
- How do you use #csctheta=4# to find #sectheta#?
- How do you use #csctheta=4# to find #tantheta#?
- How do you find the reference angle for #(25pi)/4#?
- How do you find the reference angle for #-(3pi)/4#?