1. Determine the exact value of the other five trigonometric functions if sin π = (β6,7) and π is in quadrant IV.
2. Find all the values of π between 0 and 2π that satisfy the equation, cot π = ββ3 .
3. Suppose that cos ΞΈ = 0.42 and 0<=π<π/2. Use the symmetry of the unit circle to find the exact
values of cos (ΞΈ + Ο).
1)The condition is incorrect, since sin Β π cannot be greater than 1 or less than -1
2)Β π=5π/6 and 11π/6
3)cos (ΞΈ + Ο)=-0.42
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