50° 155° 55° Type your answer.

Q: 10. 30° 28

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Q: 122° X = 68°

A:

Q: Find the unknown values. 82° 98 31 %3D

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Q: В A 101° 12.4 37⁰ с W

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Q: Find MSTR. S 71° 46° T.

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Q: 220 61° O a about 462 feet tall. about 472 feet tall. about 442 feet tall. about 452 feet tall.

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Q: ་ A B 85° 19 47° C

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Q: Perform the calculation. 180° - 133° 59' 180° - 133° 59' =OI' (Simplify your answer. Type an integer…

A:

Q: Find m ZA. 64° A D mZA= = 42° C O 148⁰ B

A: Diagram

Q: 110 /120°

A: Let's name the circles: To find: x.

Q: 18 X 15° type your answer.

A:

Q: You are drawing an angle in standard position and you swing the terminal side until an angle of 281…

A:

Q: A 36-foot guy wire is attached to a utility pole to provide support for the pole. The wire forms a…

A: Please see the answer in step 2

Q: What is the value of ? 60° 65° 50° 35° ?

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Q: 170° Use the figure to answer the question. What is the mz1? A. 170° 190° O C. 85° D. 95° B.

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Q: Find the missing value. * F 135 ° Your answer

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Q: ? 105° 50°

A: Here we use the some properties: linear pair angle, vertically opposite angles and property of…

Q: Simplify arccos2. no solution 30° 60°

A: Given query is to simplify the expression.

Q: What is the value for x?

A: In a quadrilateral, sum of all angles is equal to 360°

Q: C 35° A 3. 2.

A: To find length of side 'b'

Q: 80° S 70° 2x° Q Type your answer.

A:

Q: Find the values of a and b. 8 45° a

A: For the given figure the value of a is 14  and the value of b  is 62 Therefore the fourth option is…

Q: What is the illustration oF f 35°7

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Q: 24° 118° Find the value of æ .

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Q: Find the value of B in the figure.  230o 100o 45o 35o other:___________

A:

Q: 115° 56 b.

A: Given data: Consider ∠A=56∘, ∠C=115∘. The objective is to find the ∠b∘.

Q: the value of each

A: To find the value of the each variable X and Y:

Q: 13 = 18.7°, b = 30.5 A C Find A, a, aud c

A: Given B=18.7

Q: 5. 134 6. 68 to R 46 128 P.

A: THEOREM 1 Angle of intersection of chords . If two chords intersect inside a circle, then the…

Q: A forest ranger sights a fire from a tower. She is looking down from a tower at a 10-degree angle.…

A: We Use tan(x) formula for solving this problem. tanx = opposite side/ Adjacent side.