Find the value of x. mAB= 20° and mCD = 62° A by O 20.5° O 21° O 41° O 43° 0 D C

Q: Find B in degrees. B C 7 A 29° 47° b B = [ ?]degrees Round to the nearest tenth.

A: Question is solved.

Q: Determine x to one decimal place. a. B C. 15.3 cm 14.2 cm 35° X 10.7 cm W 21.2 cm b. 12.3 cm S 58° R…

A: Introduction: To solve a triangle is to find the lengths of each of its sides and all its angles.…

Q: Find the value of x. 130° M. to 156°

A: We have to find x

Q: Find x. (Let a = 53 in, b = 53 in, and c = 52°.) %3D a 9. х

A: From the given information, it is observed that in the given Rhombus the sides a = b = 53 in.

Q: In AYZX, m2Y=24°, m/X= 141°, x = 17 km Find y

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Q: 146°

A: Use the angle subtended at the center is double the angle subtended by the two chords.

Q: Find the value of x. N- 73° to

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Q: Find for the value of x.* 141° E to F350 Your answer

A: Here we find the angles in circles.

Q: 20° A 10 yd S

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Q: 410 бло 100°

A: Expaination of the answer is as follows

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

A: Diagram

Q: 10 Find the value of x: to 70° degrees

A: Centeral angle and intercepted angle of a circle are same

Q: Find the value of x: a 11 сm 115° x cm 23 cm 37 48° r cm 48°

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Q: Find the value of x and y rounded to the nearest tenth. 45° X y 34 30°

A: We will use sine laws to find the value of required sides.

Q: Give the values of T, T, ET, and T. £₁ ZA ZB 36.9° ŶB XB 3 8c Xc 2c 2

A: Given:The figure is:To Find:The values of ,  and .Concept Used:For any two vectors  and , , where…

Q: Find the value of xº in the diagram below. 48° A. 132⁰ B. 61⁰ C. 167⁰ D. 48⁰ 13% to

A: 1) Sum of the internal angle of a triangle is 180° 2) Angle of a straight line is 180°

Q: 4. Find the value of ?. ? = 185° UR D 51°

A:

Q: The length of ABC is ft. Use 3.14 for pi. Enter the exact answer your calculator gives. Don't round.…

A: Let us consider the circle of radius R. then the circumference of the circle   Circumference of…

Q: Determine the requested value(s). 136°

A: consider O as the center of the circle since diameter is a straight line, therefore…

Q: Find x if PDEm = 55°, CDEm = 36x+ 4, and CDPm = 19x ?

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Q: Find m/FPD. mBD = 116, mDF = 90°, mFH = 138° and mHB = 16° B H G D

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Q: 4. Find the value of b [b] ← 31° b

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Q: Find C in degrees. A = 56° B = 78° а 3 12 a b C = [ ?]degrees

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Q: of to 63

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Q: Find the measure of 2C. A 63 AB 3.5cm

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Q: 5) Find the value of x. T 175° H 57° G F E ?

A: We have to find angle