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Find Coterminal Angles In Degree Measure

Determine the smallest positive coterminal angle for an angle of -540 degrees.

180 degrees (-540 + 2 * 360)

-180 degrees (-540 + 2 * 360)

160 degrees (-540 + 2 * 360)

If an angle is in standard position and measures 520 degrees, find a coterminal angle between 0 and 360 degrees.

160 degrees (520 - 2 * 180)

-160 degrees (520 - 2 * 180)

160 degrees (520 - 2 * 190)

Determine the smallest positive coterminal angle for an angle of 780 degrees.

60 degrees (780 - 2 * 360)

-60 degrees (780 - 2 * 360)

80 degrees (780 - 2 * 360)

Find two positive coterminal angles for an angle of 30 degrees.

(35 + 360) and 750 degrees (30 + 2 * 360)

-(30 + 360) and 750 degrees (30 + 2 * 360)

(30 + 360) and 750 degrees (30 + 2 * 360)

Find two positive coterminal angles for an angle of -120 degrees.

- 240 degrees (-120 + 360) and 600 degrees (-120 + 2 * 360)

240 degrees (-120 + 360) and 600 degrees (-120 + 2 * 360)

180 degrees (-120 + 360) and 600 degrees (-120 + 2 * 360)

If an angle is in standard position and measures -90 degrees, find a coterminal angle greater than 0 degrees.

-270 degrees (-90 + 360)

270 degrees (-90 + 360)

260 degrees (-90 + 360)

Given an angle of -270 degrees, find a coterminal angle between 0 and 360 degrees.

30 degrees (-270 + 360)

60 degrees (-270 + 360)

90 degrees (-270 + 360)

Find a negative coterminal angle for 480 degrees.

240 degrees (480 - 2 * 360)

-240 degrees (480 - 2 * 360)

220 degrees (480 - 2 * 360)

Determine a negative coterminal angle for -45 degrees.

-405 degrees (-45 - 360)

405 degrees (-45 - 360)

405 degrees (-45 - 365)

If an angle measures 45 degrees, find three coterminal angles, one positive and two negative.

Positive coterminal: 405 degrees (45 + 360)

Positive coterminal: 400 degrees (45 + 360)

Positive coterminal: 406 degrees (45 + 360)

Questions

Time

Score

Find Coterminal Angles In Degree Measure

Determine the smallest positive coterminal angle for an angle of -540 degrees.

180 degrees (-540 + 2 * 360)

-180 degrees (-540 + 2 * 360)

160 degrees (-540 + 2 * 360)

If an angle is in standard position and measures 520 degrees, find a coterminal angle between 0 and 360 degrees.

160 degrees (520 - 2 * 180)

-160 degrees (520 - 2 * 180)

160 degrees (520 - 2 * 190)

Determine the smallest positive coterminal angle for an angle of 780 degrees.

60 degrees (780 - 2 * 360)

-60 degrees (780 - 2 * 360)

80 degrees (780 - 2 * 360)

Find two positive coterminal angles for an angle of 30 degrees.

(35 + 360) and 750 degrees (30 + 2 * 360)

-(30 + 360) and 750 degrees (30 + 2 * 360)

(30 + 360) and 750 degrees (30 + 2 * 360)

Find two positive coterminal angles for an angle of -120 degrees.

- 240 degrees (-120 + 360) and 600 degrees (-120 + 2 * 360)

240 degrees (-120 + 360) and 600 degrees (-120 + 2 * 360)

180 degrees (-120 + 360) and 600 degrees (-120 + 2 * 360)

If an angle is in standard position and measures -90 degrees, find a coterminal angle greater than 0 degrees.

-270 degrees (-90 + 360)

270 degrees (-90 + 360)

260 degrees (-90 + 360)

Given an angle of -270 degrees, find a coterminal angle between 0 and 360 degrees.

30 degrees (-270 + 360)

60 degrees (-270 + 360)

90 degrees (-270 + 360)

Find a negative coterminal angle for 480 degrees.

240 degrees (480 - 2 * 360)

-240 degrees (480 - 2 * 360)

220 degrees (480 - 2 * 360)

Determine a negative coterminal angle for -45 degrees.

-405 degrees (-45 - 360)

405 degrees (-45 - 360)

405 degrees (-45 - 365)

If an angle measures 45 degrees, find three coterminal angles, one positive and two negative.

Positive coterminal: 405 degrees (45 + 360)

Positive coterminal: 400 degrees (45 + 360)

Positive coterminal: 406 degrees (45 + 360)

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