Trig Values 1
Trig Values 2
Terminology
Trig Identities
Arc Length, Sector Area, and Radians
100

cos30

sqrt3/2

100

On a unit circle the x-coordinates represent which trig function?

cosine

100

Name the nearest positive and negative coterminal angle for 375 degrees

15 and -345 degrees

100

Simplify:

1/sinx

cscx

100

Convert to radians:

230 degrees

23pi/18

200

sin 3pi/2

-1

200

On a unit circle the y-coordinates represent which trig function?

sine

200

Name the nearest positive and negative coterminal angles for 13pi/6

pi/6 and -11pi/6

200

Simplify:

cot^2x+1

csc^2x

200

Convert to degrees:

15pi/8

337.5 degrees

300

tan 11pi/6

-sqrt3/3

300

On a unit circle the slope of the hypotenuse is equal to which trig function?

Tangent

300

The acute angle between the terminal side and the x-axis is called _______

reference angle

300

Simplify

tanx(cotx+tanx)

sec^2x

300

Find the arc length:

Angle= 135 degrees

Radius=4

3pi

400

sec 5pi/3 - tan3pi/4

2.5 or 5/2

400

tan 7pi/6

sqrt3/3

400

Name the trig identity that makes this statement true:

sin30=cos60

Cofunction or complementary angles identity

400

Simplify

csc^x-cot^2x

1

400

Find the sector area:

Radius=6

Angle= pi/3

84.823

500

cot pi/6 x cot (pi/2 - pi/6)

1

500

(tan (5pi/3))(cos 7pi/6))

sqrt3/2

500

Find all six trig ratios of a triangle where csc=10/8

sin=8/10    csc=10/8

cos=6/10    sec=10/6

tan=8/6      cot=6/8

500

Simplify:

(tanx-sinx)(-cscx)


-sec+1

500

Find the central angle if its arc length is 14pi and its radius is 18.

Round to the nearest thousandth

2.443 radians

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