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T1.5 Part 1 Quizizz Practice

Total questions: 19

Worksheet time: 10mins

Name
Class
Date
1.

Select all that are true about the Unit Circle.

a)

It passes through the point

 (−1,1)\left(-1,1\right)  

b)

Its center is at the origin

c)

Its radius is length 1

d)

It passes through the point  (0,1)\left(0,1\right)  

e)

It passes through the point  (1, 1)\left(1,\ 1\right)  

2.

Find the exact value.

 sin⁡(−90°)\sin\left(-90\degree\right)  

a)

0

b)

undefined

c)

1

d)

-1

3.

Find the exact value.

 cos⁡(−3π2)\cos\left(-\frac{3\pi}{2}\right)  

a)

0

b)

undefined

c)

1

d)

-1

4.

Find the exact value.

 tan⁡(720°)\tan\left(720\degree\right)  

a)

0

b)

undefined

c)

1

d)

-1

5.

Find the exact value.

 csc⁡(3π)\csc\left(3\pi\right)  

a)

0

b)

undefined

c)

1

d)

-1

6.

Find the exact value.

 sec⁡(0°)\sec\left(0\degree\right)  

a)

0

b)

undefined

c)

1

d)

-1

7.

Find the exact value.

 cot⁡(5π2)\cot\left(\frac{5\pi}{2}\right)  

a)

0

b)

undefined

c)

1

d)

-1

8.

How are you feeling about evaluating trigonometric ratios of quadrantal angles?

a)

I feel great!

b)

I feel good, but could use more practice

c)

I am struggling and will come for help

9.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=290°\theta=290\degree  

a)

 θ ′=70°\theta\ '=70\degree  

b)

 θ ′=20°\theta\ '=20\degree  

c)

 θ ′=110°\theta\ '=110\degree  

d)

 θ ′=−70°\theta\ '=-70\degree  

10.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=−243°\theta=-243\degree  

a)

 θ ′=63°\theta\ '=63\degree  

b)

 θ ′=27°\theta\ '=27\degree  

c)

 θ ′=117°\theta\ '=117\degree  

d)

 θ ′=17°\theta\ '=17\degree  

11.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=584°\theta=584\degree  

a)

 θ ′=44°\theta\ '=44\degree  

b)

 θ ′=46°\theta\ '=46\degree  

c)

 θ ′=136°\theta\ '=136\degree  

d)

 θ ′=54°\theta\ '=54\degree  

12.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=−330°\theta=-330\degree  

a)

 θ ′=30°\theta\ '=30\degree  

b)

 θ ′=60°\theta\ '=60\degree  

c)

 θ ′=50°\theta\ '=50\degree  

d)

 θ ′=45°\theta\ '=45\degree  

13.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=−5π4\theta=-\frac{5\pi}{4}  

a)

 θ ′=π4\theta\ '=\frac{\pi}{4}  

b)

 θ ′=3π4\theta\ '=\frac{3\pi}{4}  

c)

 θ ′=π6\theta\ '=\frac{\pi}{6}  

d)

 θ ′=π3\theta\ '=\frac{\pi}{3}  

14.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=−7π3\theta=-\frac{7\pi}{3}  

a)

 θ ′=π3\theta\ '=\frac{\pi}{3}  

b)

 θ ′=2π3\theta\ '=\frac{2\pi}{3}  

c)

 θ ′=π6\theta\ '=\frac{\pi}{6}  

d)

 θ ′=−π3\theta\ '=-\frac{\pi}{3}  

15.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=13π6\theta=\frac{13\pi}{6}  

a)

 θ ′=π6\theta\ '=\frac{\pi}{6}  

b)

 θ ′=2π3\theta\ '=\frac{2\pi}{3}  

c)

 θ ′=5π6\theta\ '=\frac{5\pi}{6}  

d)

 θ ′=π3\theta\ '=\frac{\pi}{3}  

16.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=2π3\theta=\frac{2\pi}{3}  

a)

 θ ′=60°\theta\ '=60\degree  

b)

 θ ′=30°\theta\ '=30\degree  

c)

 θ ′=45°\theta\ '=45\degree  

d)

 θ ′=90°\theta\ '=90\degree  

17.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=5π4\theta=\frac{5\pi}{4}  

a)

 θ ′=60°\theta\ '=60\degree  

b)

 θ ′=30°\theta\ '=30\degree  

c)

 θ ′=45°\theta\ '=45\degree  

d)

 θ ′=90°\theta\ '=90\degree  

18.

Find the reference angle  θ ′\theta\ '  for the given value of  θ\theta .

 θ=−5π6\theta=-\frac{5\pi}{6}  

a)

 θ ′=60°\theta\ '=60\degree  

b)

 θ ′=30°\theta\ '=30\degree  

c)

 θ ′=45°\theta\ '=45\degree  

d)

 θ ′=90°\theta\ '=90\degree  

19.

How are you feeling about finding reference angles?

a)

I feel great!

b)

I feel good, but could use more practice

c)

I am struggling and will come for help