Introduction to Trig Ratios

$$\overline{DE}$$

$$\overline{DF}$$

$$\overline{EF}$$

Cannot be determined

$$\overline{DE}$$

$$\overline{DF}$$

$$\overline{EF}$$

Cannot be determined

$$\overline{DE}$$

$$\overline{DF}$$

$$\overline{EF}$$

Cannot be determined

7

24

25

16

30

34

1

2

3

1

2

3

Adjacent

Hypotenuse

Opposite

$$\frac{adjacent\ }{hypotenuse}$$

$$\frac{opposite\ }{hypotenuse}$$

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

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

$$\frac{adjacent\ }{hypotenuse}$$

$$\frac{opposite\ }{hypotenuse}$$

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

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

$$\frac{adjacent\ }{hypotenuse}$$

$$\frac{opposite\ }{hypotenuse}$$

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

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

$$\frac{29}{20}$$  

$$\frac{21}{29}$$  

$$\frac{20}{29}$$  

$$\frac{21}{20}$$  

$$\frac{29}{20}$$  

$$\frac{21}{29}$$  

$$\frac{20}{29}$$  

$$\frac{21}{20}$$  

$$\frac{20}{21}$$  

$$\frac{21}{29}$$  

$$\frac{20}{29}$$  

$$\frac{21}{20}$$  

A

B

C

X

Y

Z

X

Y

Z

36/27

4/5

36/45

3/5

p/q

q/r

p/r

r/q

sine

cosine

tangent

cotangent

sine

cosine

tangent

Sine

Cosine

Tangent

Sine

Cosine

Tangent