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100

Using unit circle, find (2ñ/3) in degrees.

What is 120°

100

Convert (91°40’) to radians. [three decimal points]

What is 91.667°

100

Using (ø=s/r), find the radian measurement of the central angle if the radius of 80in intercepts the arc length of 100in.

What is 5/4in

100

Convert (22ñ/11) to degrees.

What is 360°

100

Convert (13) to degrees. [three decimal points]

What is 744.845°

200

Find Cos of Tan(11/12). [leave simplified]

What is (12/|265|)

200

Find Sin of Cos(9/25)

What is (|544|/25)

200

A building casts a shadow about 74 ft long on the street while the sun’s rays form a 32° angle to the earth. Find the elevation of the building.

What is 46.24 ft tall

200

Find exact value of Cos(ñ/3).

What is (1/2)

200

Find sec(32). [three decimal places]

What is the 1.179

300

Find the Amplitude and Period: y=8sinx

What is 8 and (2ñ)

300

What are the vertical asymptotes of tanx

What is multiples of (ñ/2)

300

A sinusoid with the amplitude of 4 has a minimum value of 9. What is the maximum value?

What is 17

300

Give the vertical and horizontal Shrink/Stretch: y=8sin2x

What is a vertical stretch of 8 and a horizontal shrink of 1/2

300

Find sinØ and tanØ if cosØ=2/7 and cotØ<0

What is sinØ=(-|45|/7) and tanØ=(-|45|/2)

400

Find x if secx=(2|3|)/3 and (3ñ/2)<x<2ñ

What is (11ñ/6)

400

Find the approximate solutions for secx=9cosx with -ñ<x<ñ [nearest thousandth]

What is x=-1.911,-1.231,1.231, 1.911

400

The graph of y=cosx can be obtained by a horizontal shift of the graph of which trig function. 

What is sinx 

400

What are the vertical Asymptotes of y=5tan6x?

What are the odd multiples of (ñ/12)

400

Find x if tanx=2.5 and 0<x<(ñ/2) [nearest hundredth]

What is 1.19

500

The angle of elevation of the top of the TV antenna mounted on top of a certain tower is measured to be 84°22’3” at a point 195 ft from the base of the tower. How tall is the tower plus the antenna.[nearest foot]

What is the height of the tower is 1977 feet

500

Find solution: cos(arctan20x)

What is (1/|1+400(x^2)|)

500

A ship travels at 25 knots from its home port on a course of 101° for 5 hours and then changes course of 191° for 3 hours. Find the distance and bearing of the home port to the ship. [nearest thousandth] 

What is d=145.774 nautical miles and bearing=132°

500

Determine true or false: sin((sin^-1)x)=x for all real numbers. Justify your answer. 

What is false, this is only true for -1<x<1, the domain of sin^-1

500

Find solution: sin(cos^-1(|3|/2))

What is 1/2