Find the mZACD if mCD 38°. C A

Q: Find mZVUT. V T 63° U

A:

Q: 28. 6 8 a b 45°

A:

Q: 42° b. a

A:

Q: 14 45° a

A: Given: - The diagram of the triangle is, To find: - The value of a and b.

Q: 12. 47° 3

A:

Q: 34° A 134 7135 B C

A:

Q: What is mzBCD? C B 98° A 70° 80° A. 82° B. 168° C. 192° O D. 220°

A: To compute m ∠BCD ,we use the following: The sum of the opposite angles of cyclic quadrilateral…

Q: What is mZFIG? F I 115° 105° H

A:

Q: APQR ~ ADCB. What is m2Q? B 63° 63° 77° R m2Q I0

A: AA similarity

Q: ་ A B 85° 19 47° C

A:

Q: 80 27° 41"

A:

Q: Katie is flying a kite with 65 meters of string. If the kite forms a 32 at Katie's hand. How high is…

A: We have to calculate height of the kite.

Q: 50° B 59⁰ D A T ?

A: If a tangent and a secant , two tangent , two secant intersect outside a circle , then the measure…

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

A: Diagram

Q: 4. Find MZGPQ. P 35° 959 R A 130° B 120° C 50° D 110°

A:

Q: In AZXY, y = 11m, x = 12m, mZZ = 141°. Find the area of the triangle and round to the nearest tenth.…

A: Find the area of triangle

Q: Find mVY 64 48° A A 80 112 C) 16 D 56 2

A: We need to find the angle made by VY

Q: In ARST (not shown), mZR 45° and mZS 64°. Find m ZT. %3D

A: Given that, In triangle RST, m∠R=45∘ and m∠S=64∘ To find:

Q: Find the mzDBC.

A: we can apply the property of intersection and average of angles

Q: Find mDF. 160° C F 44° O 86° O 50° O 72 61°

A: Use the formula for the secants intersection in a circle.

Q: Find x. Show your work. A 7 36° C B

A: Given query is to find value of x.

Q: 7 mi 90°

A: Given a circle with radius of 7 mi . And sector is given with central angle of 90° . Formula for…

Q: Find mZM LK. K 51° M L

A: Given:

Q: 10 60° 70

A:

Q: 67° 65.3° mLA = a = )米 C = 15 ft

A: Sum of all angles of a triangle is always 180 degrees.

Q: Find mZABC. C A 140° 120° В

A: In the question we have to find the angle ABC.

Q: mZB А 60° C

A:

Q: Find mZT SU. S U 26° T

A: Solve the following

Q: C a 73° A 9. C.

A: Given,

Q: 78° 78° a

A: Consider the figure below : We need to find the value of the angle a.

Q: mAD =

A: We know that opposite angles In a quadrilateral are supplementary.

Q: Find the angle 0 between u and v if u = and v = . O 47.1° 158 5°

A: Given: u=-9,-8,9v=-5,-3,9To find angle θ between u and v