Name:     ID: 
 
Email: 

Trig Section 3.3 Quiz

Multiple Choice
Identify the choice that best completes the statement or answers the question.
 

 1. 

Use the unit circle to find the six trigonometric functions of mc001-1.jpg
a.
mc001-2.jpg
mc001-3.jpg
b.
mc001-4.jpg
mc001-5.jpg
c.
mc001-6.jpg
mc001-7.jpg
d.
mc001-8.jpg
mc001-9.jpg
e.
mc001-10.jpg
mc001-11.jpg
 

 2. 

Use the unit circle to find the six trigonometric functions of mc002-1.jpg.
a.
mc002-2.jpg
mc002-3.jpg
b.
mc002-4.jpg
mc002-5.jpg
c.
mc002-6.jpg
mc002-7.jpg
d.
mc002-8.jpg
mc002-9.jpg
e.
mc002-10.jpg
mc002-11.jpg
 

 3. 

Use the unit circle to find the six trigonometric functions of mc003-1.jpg.
a.
mc003-2.jpg
mc003-3.jpg
b.
mc003-4.jpg
mc003-5.jpg
c.
mc003-6.jpg
mc003-7.jpg
d.
mc003-8.jpg
mc003-9.jpg
e.
mc003-10.jpg
mc003-11.jpg
 

 4. 

Use the unit circle to find all values of mc004-1.jpg between 0 and mc004-2.jpg for which mc004-3.jpg.
a.
mc004-4.jpg
b.
mc004-5.jpg
c.
mc004-6.jpg
d.
mc004-7.jpg
e.
mc004-8.jpg
 

 5. 

Use the unit circle to find all values of mc005-1.jpg between 0 and mc005-2.jpg for which mc005-3.jpg.
a.
mc005-4.jpg
b.
mc005-5.jpg
c.
mc005-6.jpg
d.
mc005-7.jpg
e.
mc005-8.jpg
 

 6. 

If we start at the point (1, 0) and travel once around the unit circle, we travel a distance of mc006-1.jpg units and arrive back where we started at the point (1, 0) . If we continue around the unit circle a second time, we will repeat all the values of x and y that occurred during our first trip around. Use this discussion to evaluate the expression.

mc006-2.jpg
a.
mc006-3.jpg
b.
mc006-4.jpg
c.
mc006-5.jpg
d.
mc006-6.jpg
e.
mc006-7.jpg
 

 7. 

Graph the unit circle using parametric equations with your calculator set to radian mode. Use a scale of mc007-1.jpg . Trace the circle to find all values of t between 0 and mc007-2.jpg satisfying the following statement. Round your answers to the nearest ten-thousandth.

mc007-3.jpg
a.
t = 3.6652, 5.9754
b.
t = 3.6652, 5.7596
c.
t = 3.7886, 5.9754
d.
t = 5.7596, 3.7886
e.
t = 3.6652, 3.7886
 

 8. 

Graph the unit circle using parametric equations with your calculator set to degree mode. Use a scale of 5. Trace the circle to find the sine and cosine of the angle to the nearest ten-thousandth.

260mc008-1.jpg
a.
sin 260mc008-2.jpg = - 0.9598; cos 260mc008-3.jpg = - 0.1486
b.
sin 260mc008-4.jpg = - 0.9848; cos 260mc008-5.jpg = 0.1486
c.
sin 260mc008-6.jpg = - 0.9848; cos 260mc008-7.jpg = - 0.1486
d.
sin 260mc008-8.jpg = - 0.9598; cos 260mc008-9.jpg = - 0.1736
e.
sin 260mc008-10.jpg = - 0.9848; cos 260mc008-11.jpg = - 0.1736
 

 9. 

Graph the unit circle using parametric equations with your calculator set to degree mode. Use a scale of 5. Trace the circle to find all values of t between 0mc009-1.jpg and 360mc009-2.jpg satisfying the statement.

mc009-3.jpg
a.
115mc009-4.jpg, 245mc009-5.jpg
b.
120mc009-6.jpg, 240mc009-7.jpg
c.
120mc009-8.jpg, 150mc009-9.jpg
d.
30mc009-10.jpg, 150mc009-11.jpg
e.
30mc009-12.jpg, 240mc009-13.jpg
 

 10. 

Graph the unit circle using parametric equations with your calculator set to degree mode. Use a scale of 5. Trace the circle to find all values of t between 0mc010-1.jpg and 360mc010-2.jpg satisfying the statement.

mc010-3.jpg
a.
125mc010-4.jpg, 145mc010-5.jpg
b.
130mc010-6.jpg, 315mc010-7.jpg
c.
130mc010-8.jpg, 310mc010-9.jpg
d.
135mc010-10.jpg, 310mc010-11.jpg
e.
135mc010-12.jpg, 315mc010-13.jpg
 



 
         Start Over