Calculate r and y in the following diagram. 8014 REH 8014 23,3 47° 801 A 38° В

Q: D 121° 39° H. MZEFG-

A: To find the measure of angle m∠EFG=_____

Q: 34° A 134 7135 B C

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Q: Find m2R. 1209 S R 140%

A: Solving the problem by finding the value of Angele R.

Q: X. 45° 10

A: Given a right angle triangle

Q: Find mz1.

A: Given,

Q: 100°

A:

Q: II. Perform the indicated operation. 3. 3 cis 305° / 9 cis 65°

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Q: Find mLB and mCD. 102° 46° 130° C mZB = %3D mCD %3D Submit

A: For the first figure,  We know that,  angle A = (1/2)(mBC + mCD)  => 102° = (1/2)(130° + mCD)…

Q: 19z°e? dz .3

A: To evaluate:

Q: C 3.9 30° 4. 4. 100 3.9

A: Sum of all 4 internal angles will be equal to 390 So,  So angle A + angle B+ angle C + angle D=360

Q: Find the value of each variable.

A: By the property of the triangles, we know that The sum of interior angles of a triangle makes an…

Q: Evaluate. 3 5 – 4?|– 10 O A. -43 O B. 23 O C. 53 O D. 33

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Q: 60° 12

A:

Q: d m²1. 39 1 30°

A: Exterior angle is equal to sum of two opposite interior angle.  So 30+39 = 69 Option D is correct

Q: 10 60° 70

A:

Q: 4. Find mZH. KO120° 50I

A: According to our guidelines we can answer one question at time, rest you can repost later.

Q: 2. Find x and y 40° 200°

A: To find x and y

Q: 15. 150°

A:

Q: x3D 136°

A:

Q: Find x 10. Xo 116°

A: Now, 116°+∠BAD=180°⇒∠BAD=64° Now in triangle ABC, ∠A+∠B+∠C=180°     ∵Sum of all the angles of a…

Q: A 25 m 25 B.

A: a= 22.66 m c= 10.56 m

Q: Arcs and Chords Use congruernt chords to find arc measures. 82° 1. K M.

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Q: Find mZC. 62 5 70° m/C

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Q: 18° 45

A:

Q: 4) Find the mZV = %3D

A: We have;  triangle(ABC) ~ triangle(VTU). So angle(V) = angle(A)

Q: Find the value of x. Round your answer to the nearest tenth.

A:

Q: 4. Convert 55° to radians.

A: