Reduce the given expression to a simpler form:
sec x sin 2x
Evaluate the exact values of sin 2x, cos 2x, and tan 2x.
Evaluate the exact values of sin u/2, cos u/2, and tan u/2, using
Simplify cos2 6x – sin2 6x
to a trigonometric function having a single angle.
Express
as a trigonometric function of a single angle.
Verify.
Find the value of sin 112.50.
Determine the correct value of
cos 67.5 .
Determine the exact value of the expression.
What is the exact value of ?
If , what is the value of cos 82.5o?
If and , what is the exact value of ?
Show that
Prove that tan 3π /8 = 1 + √ (2), using the half–angle formula.
Find all solutions if 0o θ 360o.
4cos θ= 2sin2θ
Solve for x when .
Solve for all values of y.
1 + 5cos y= 3cos 2y
Solve for
1 + cos 2x = cos x
cos 67.5.
4cos θ = 2sin2θ
1 + 5cos y = 3cos 2y