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Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle of elevation and depression word problems included. Directions: 1) Print the 16 stations and scatter around the room (and in the hallway if possible, the kids love to leave the room!). 2) Distribute the recording worksheet to each student, then place students in groups of 2-3 and assign a starting problem. They solve the problem at their station. The answer they get will lead them to the next station. They continue looping around until they have completed all 15 stations. © Gina Wilson (All Things Algebra), 2014 Right Triangle Trigonometry Right Triangle Trigonometry Right Triangle Trigonometry Right Triangle Trigonometry Scavenger Hunt! Includes student worksheet, 16 stations , and answer key!
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Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

May 22, 2020

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Page 1: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

Objective: Students will practice finding missing sides and angles in right triangles using the sine,

cosine, and tangent ratios. Angle of elevation and depression word problems included.

Directions:

1) Print the 16 stations and scatter around the room (and in the hallway if possible, the kids love to

leave the room!).

2) Distribute the recording worksheet to each student, then place students in groups of 2-3 and assign

a starting problem. They solve the problem at their station. The answer they get will lead them to

the next station. They continue looping around until they have completed all 15 stations.

© Gina Wilson (All Things Algebra), 2014

Right Triangle TrigonometryRight Triangle TrigonometryRight Triangle TrigonometryRight Triangle TrigonometryScavenger Hunt!

Includes student worksheet, 16 stations , and answer key!

Page 2: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

TrigonometryTrigonometryTrigonometryTrigonometryScavenger Hunt!

Name: ____________________________

Date: ____________________ Per: ____

© Gina Wilson (All Things Algebra), 2014

1111 2222

3333 4444

5555 6666

7777 8888

Page 3: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

9999 10101010

11111111 12121212

13131313 14141414

15151515 16161616

Page 4: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer: Find the missing side. Find the missing side. Find the missing side. Find the missing side. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

22228888 inininin

x

68686868°

14.4

Page 5: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

30.2Find the missing side. Find the missing side. Find the missing side. Find the missing side. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

15 m15 m15 m15 m x

32323232°

Page 6: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

9.4Find the missing angle. Find the missing angle. Find the missing angle. Find the missing angle. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

22 ft22 ft22 ft22 ft

37 ft37 ft37 ft37 ft

Page 7: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

The angle of elevation from Ben to the top of a telephone pole is 62°. If Ben is standing 8 feet from the base of the pole, find the height of the telephone pole. Round to the nearest tenth.

53.5°

Page 8: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

13 in13 in13 in13 in

x° 18 in18 in18 in18 in

Find the missing angle. Find the missing angle. Find the missing angle. Find the missing angle. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

15

Page 9: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous Answer:

35.8°Find the missing side. Round your answer to the nearest tenth.

20 yd

x

59°

Page 10: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

Juliet is standing on a balcony looking down at Romeo on the

ground. The angle of depression from Juliet to Romeo is 37°.

If the balcony is 15 feet from the ground, how far is Romeo from the base of the house?

17.1

Page 11: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer: Find the missing angle. Find the missing angle. Find the missing angle. Find the missing angle. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

35 km35 km35 km35 km

36 km36 km36 km36 km

19.9

Page 12: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

Courtney made a 5.5 foot ramp to help her dog get in her minivan. If the back of her van is 3 feet

from the ground, what will be the angle of elevation from the base of the ramp to the van? Round to the

nearest tenth of a degree.

76.5°

Page 13: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer: Find the missing side. Find the missing side. Find the missing side. Find the missing side. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

42 in42 in42 in42 in

x

28282828°

33.1°

Page 14: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

47.6Find the missing side. Find the missing side. Find the missing side. Find the missing side. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

17 ft17 ft17 ft17 ft

x

71717171°

Page 15: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

5.9Find the missing angle. Find the missing angle. Find the missing angle. Find the missing angle. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

5 mi5 mi5 mi5 mi1 1 mi1 1 mi1 1 mi1 1 mi

Page 16: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

Coach Jump is standing on a platform watching the football team practice. If the platform is 12 feet high and the quarterback is standing 23 feet from the base of the platform, find the angle of depression from Coach Jump to the quarterback.

24.4°

Page 17: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer: Find the missing side. Find the missing side. Find the missing side. Find the missing side. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

10 cm10 cm10 cm10 cmx

55555555°

27.6°

Page 18: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

12.2Find the missing side. Find the missing side. Find the missing side. Find the missing side. Round your answer Round your answer Round your answer Round your answer to the nearest tenth.to the nearest tenth.to the nearest tenth.to the nearest tenth.

39 39 39 39 mmmm

x43434343°

Page 19: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

Previous AnswerPrevious AnswerPrevious AnswerPrevious Answer:

28.5

A 24-foot wire is tied from a stake in the ground to the top of flagpole. If the angle of elevation from the stake to the top of the flagpole is 53°, how far is the stake from the base of the flagpole? Round to the

nearest tenth.

Page 20: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

© Gina Wilson (All Things Algebra), 2014

30.2

9.4

53.5°

15

35.8°

17.1

19.9

76.5°

33.1°

47.6

5.9

24.4°

27.6°

12.2

28.5

14.4

Depending on where students begin, answers will loop around in this order:

Answer KeyAnswer KeyAnswer KeyAnswer Key

Page 21: Right Triangle Trigonometry Scavenger Hunt! · Objective: Students will practice finding missing sides and angles in right triangles using the sine, cosine, and tangent ratios. Angle

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