10.1/2

Question 1

Pythagorean Theorem

Answer 1

Used to find a side length on a right triangle

Question 2

Pythagorean Theorem Formula

Answer 2

a^2+b^2=c^2

Question 3

Types of Special Right Triangles

Answer 3

45-45-90
30-60-90

Question 4

45-45-90

Answer 4

Leg = x
Leg = x
Hypotenuse = x * √2

Question 5

30-60-90

Answer 5

Shorter leg = x
Longer leg = x * √3
Hypotenuse = 2x

Question 6

Trigonometric Function

Answer 6

Function whose rule is defined by a trigonometric ratio

Question 7

Trigonometric Ratio

Answer 7

Compares the lengths of two sides of the triangle specifically in relationship to one of the acute angles

Question 8

Sine

Answer 8

Soh
Sinø= opposite/hypotenuse

Question 9

Cosine

Answer 9

Cah
Cosø= adjacent/hypotenuse

Question 10

Tangent

Answer 10

Toa
Tanø= opposite/adjacent

Question 11

Cosecant

Answer 11

1/sinø
cscø= hypotenuse/opposite

Question 12

Secant

Answer 12

1/cosø
secø= hypotenuse/adjacent

Question 13

Cotangent

Answer 13

1/tanø
cotø= adjacent/opposite

Question 14

Reciprocal Functions

Answer 14

Sine to cosecant/csc
Cosine to secant/sec
Tangent to cotangent/cot

Question 15

sin45º

Answer 15

√2/2

Question 16

cos45º

Answer 16

√2/2

Question 17

tan45º

Answer 17

1

Question 18

sin30º

Answer 18

1/2

Question 19

cos30º

Answer 19

√3/2

Question 20

tan30º

Answer 20

1/√3

Question 21

sin60º

Answer 21

√3/2

Question 22

cos60º

Answer 22

1/2

Question 23

tan60º

Answer 23

√3

Question 24

sinø = x

Answer 24

ø=sin^-1(x)

Question 25

cosø = x

Answer 25

ø=cos^-1(x)

Question 26

tanø = x

Answer 26

ø=tan^-1(x)

Question 27

Angle of Elevation

Answer 27

Eyelevel is longer leg Line of sight is hypotenuse to neck looking up Angle is by person

Question 28

Angle of Depression

Answer 28

Line of sight looking down compared to looking forward