1. Express as a single trigonometric function:
sin (x) + sin(x) cot2(x)
| A) cot (x) |
B) tan (x) |
C) csc (x) |
D) sin (x) |
E) sec (x) |
2. Express as a single trigonometric function: 
| A) cot (x) |
B) sec (x) |
C) tan (x) |
D) sin (x) |
E) csc (x) |
3. Express as a single trigonometric function: 
| A) tan (x) |
B) sin (x) |
C) sec (x) |
D) cos (x) |
E) csc (x) |
4. Use the substitution on x = 2 sin (Ø) to write  in terms of a single trigonometric
function.
| A) -2 sin (Ø) |
B) 2 sin (Ø) |
C) -2 cos (Ø) |
D) 2[1 - cos(Ø)] |
E) 2 cos (Ø) |
5. Express as a single trigonometric function: tan (x) [ csc2(x)
- 1]
| A) cot (x) |
B) tan (x) |
C) sin (x) |
D) sec (x) |
E) csc (x) |
6. The sum of the angles  for which 3 + 2
cos(x) = 2. Round all angles to the nearest degree.
| A) 180o |
B) 360o |
C) 420o |
D) 540o |
E) 60o |
7. The sum of the angles for which cos2(x)
+ sin(x) = 1. Round all angles to the nearest degree.
| A) 90o |
B) 180o |
C) 270o |
D) 360o |
E) None |
8. The sum of the angles for which csc(x)
+ 2 = 0. Round all angles to the nearest degree.
| A) 180o |
B) 270o |
C) 360o |
D) 540o |
E) None |
9. The sum of the angles for which sec2(x)
= 4 - 2 tan(x). Round all angles to the nearest degree.
| A) 666o |
B) 153o |
C) 774o |
D) 720o |
E) None |
10. The sum of the angles for which sin2(x)
+ 5 sin(x) - 1 = 2.627. Round all angles to the nearest degree.
| A) 370o |
B) 360o |
C) 240o |
D) 180o |
E) 90o |
|
