D. Triangle BCD is inscribed in O A. If BC and CD are congruent and mzB = 40°. Find the measure of each of the following. 3. mBC 1. mzD 2. mz€

Q: Solve ADEF. Round to the nearest whole number when necessary. Give angle measures in legrees. D 4 E

A:

Q: 3. For the triangle, name the length of the BOTH missing sides. 22 30°

A: sinθ=PHcosθ=BH Where P is perpendicular , B is base and H is hypotenuse . We have given H = 22 and…

Q: If m/GHI 86 degrees, what is the measure of ZJ?

A: Given : m∠GHI = 86°

Q: M. 60 60 16 N. 8) Find the unknown measure for each triangle.

A: The objective is to find the length of the missing side. Consider the triangle sum property that sum…

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: 1. 1.

A:

Q: 6. Find SR, ST, RT, MZTRS, and mZRST. Round to the nearest tenth, if necessary. 56

A:

Q: 5. In circle L, M2KNM = 49°. Find mzKLM. BEAN K L M

A: Given,  A circle L,  with m∠KNM = 49°  Then, We have to find m∠KLM.

Q: 4. What is the measure of angle P? 106 to Arville: 5 km to Bremen: 3.5 km 450 mi 450 m

A: Given,  A quadrilateral  with two sides 450 m , 450 m and one of the angle is 106°  We have to find…

Q: Find the smallest side of ARST. 61° T 62° R

A: Hint : - The following two points required for solving this problem i.e.  1.) we know that sum of…

Q: 1) Find AC C A 92⁰ 15 yd 76 28° B

A:

Q: ABCDEF is a regular hexagon. What is the measure of ZA? A. 108 B. 72° C. 120° F D. 60° E. 144° D. O…

A:

Q: Find mZT SU. S U 26° T

A: Solve the following

Q: Find the smallest side of ASTU. T U 52° 60°

A: Opposite side if smallest angle has smallest side

Q: In kite ABCD, m/BAC = 35° and mzBCD = 44°. Find each measure. 14. mLABD = 15. mzDCA = 16. m2ABC = A…

A:

Q: 2. Find BC. A. 10 d. a. 15 C. 60 b. 105 30° C.

A: