Trigonometric Ratios

Trigonometric Ratios

Assessment

Assessment

Created by

Jackie Castro

Mathematics

9th - 12th Grade

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11 questions

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1.

Multiple Choice

30 sec

1 pt

Media Image

What leg is considered the hypotenuse?

any side

the side opposite the smallest angle

the side opposite the right angle

the side opposite the shortest leg

Answer explanation

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The hypotenuse, which is the side directly across from the right angle, is always c.

La hipotenusa, que es el lado directamente opuesto al ángulo recto, es siempre c.

2.

Multiple Choice

5 mins

1 pt

What is an easy way to remember trigonometric ratios?

SAH COH TAO

SOH CAH TOA

SAH COH TOA

SOH CAH TOH

Answer explanation

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3.

Multiple Choice

30 sec

1 pt

Which is the correct ratio for sine?

adjacent hypotenuse\frac{adjacent\ }{hypotenuse}

opposite hypotenuse\frac{opposite\ }{hypotenuse}

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

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

Answer explanation

Media Image

4.

Multiple Choice

30 sec

1 pt

Which is the correct ratio for cosine?

adjacent hypotenuse\frac{adjacent\ }{hypotenuse}

opposite hypotenuse\frac{opposite\ }{hypotenuse}

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

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

Answer explanation

Media Image

5.

Multiple Choice

30 sec

1 pt

Which is the correct ratio for tangent?

adjacent hypotenuse\frac{adjacent\ }{hypotenuse}

opposite hypotenuse\frac{opposite\ }{hypotenuse}

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

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

Answer explanation

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6.

Multiple Choice

5 mins

1 pt

Media Image

What is the correct ratio?

27/36

27/45

45/36

45/27

Answer explanation

SOH CAH TOA

tanC=oppositeadjacent=2736\tan C=\frac{opposite}{adjacent}=\frac{27}{36}

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