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Trig Ratios

Total questions: 10

Worksheet time: 5mins

Name
Class
Date
1.

Which is the correct ratio for the cosine ratio?

a)

adjacent leghypotenuse\frac{adjacent\ leg}{hypotenuse}

b)

opposite hypotenuse\frac{opposite\ }{hypotenuse}

c)

adjacent opposite \frac{adjacent\ }{opposite\ }

d)

opposite adjacent \frac{opposite\ }{adjacent\ }

2.

What equation can be used to find the measure of \angle x?  

a)


tan(34)\tan\left(\frac{3}{4}\right)

b)

tan1(34)\tan^{-1}\left(\frac{3}{4}\right)

3.

Which is the correct ratio for the sine ratio?

a)

adjacent hypotenuse\frac{adjacent\ }{hypotenuse}

b)

opposite hypotenuse\frac{opposite\ }{hypotenuse}

c)

adjacent opposite \frac{adjacent\ }{opposite\ }

d)

opposite adjacent \frac{opposite\ }{adjacent\ }

4.

What is  cosA\cos A  ?

a)

 2920\frac{29}{20}  

b)

 2129\frac{21}{29}  

c)

 2029\frac{20}{29}  

d)

 2120\frac{21}{20}  

5.

Which is the correct ratio for the tangent ratio?

a)

adjacent hypotenuse\frac{adjacent\ }{hypotenuse}

b)

opposite hypotenuse\frac{opposite\ }{hypotenuse}

c)

adjacent opposite \frac{adjacent\ }{opposite\ }

d)

opposite adjacent \frac{opposite\ }{adjacent\ }

6.

What equation can be used to find the measure of  \angle y?  

a)

cos1(1120)\cos^{-1}\left(\frac{11}{20}\right)

b)

sin1(1120)\sin^{-1}\left(\frac{11}{20}\right)

7.

What is  tanA\tan A  ?

a)

 2920\frac{29}{20}  

b)

 2129\frac{21}{29}  

c)

 2029\frac{20}{29}  

d)

 2120\frac{21}{20}  

8.

cos______ = 4050\frac{40}{50}  

a)

A

b)

B

c)

C

9.

What equation can be used to find the measure of \angle x ?

a)

sin(916)\sin\left(\frac{9}{16}\right)

b)

sin1(916)\sin^{-1}\left(\frac{9}{16}\right)

10.

tan(62)\tan\left(62\right) = 7y\frac{7}{y}  

What is the next step in solving the equation?

a)

y = tan(62)×7y\ =\ \tan\left(62\right)\times7

b)

y = 7tan(62)y\ =\ \frac{7}{\tan\left(62\right)}