What is m/CDE? 90° B 64° E 62° A. D

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

A: Question is solved.

Q: What is mZCDE? C 62° E D

A:

Q: Find the length of c. C b 16 88° 29° B = [ ?]units Round to the nearest tenth.

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 the measure of Đ A? 71° 71° 109° C 38° D 142°

A: We know that in a triangle if two sides are equal then corresponding angles also be equal So, in…

Q: A Part 1: 30° D 30° 12 in. 16 in. 8 in. 15 in. E B ved

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: Find each measure. 1. mL1 2. mL2 3. mL3 220° 52° 40° 2, To 92° 3.

A:

Q: с. 15 32° 18

A:

Q: What is the length of the side indicated by х? 12 72° O 12.6 O 3.7 O 38.8 O 11.4

A:

Q: In ALMN, the measure of N=90°, MN = 5 feet, and LM = 7.3 feet. Find the measure of ZL to the %3D…

A:

Q: 32. Find the measure of ZI. A 65 71° C

A:

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: CDEFG ~ SRQPT. What is mZE? E 1230 F 111 66 108° R G mZE = P.

A: The figures are : To evaluate : The value of m∠E when CDEFG ~ SRQPT.

Q: Given right AABC mzA= mZc- m/B=90° ÷ b= a= 6.2 c= 8.2 ÷ 8.2 6.2

A:

Q: Find m AC. А. 46° В. 67° С. 134° D. 113° 67° B

A: We will find the angle formed by the arc AC in the following step

Q: What is mCD? 62 B1 D. O 62 O 124° O64° 09 O Previous

A: Given query is to find the measure of indicated arc.

Q: What is the measure of ZGAB? В A 52° G 380 1280 O520 89°

A: Opposite Angles

Q: 42° T. U 9.5 in. Find the length of ST. O 6.4 in O 7.1 in O 8.6 in O 10.6 in O 12.8 in

A: Given Triangle islength of ST?

Q: What is the measurement of

A: Given that:

Q: 50 m 31° C 58 m 30 m 59° R D AEDC = ASQR. What is mZD?

A: Since the △EDC≅△SQR. So by CPCT (Corresponding parts of the congruent triangles), the following…

Q: 3. 67 98 46 40°

A: Let's find.