The following triangle is NOT necessarily drawn to scale. B beta a gamma alpha b C a is alpha B is beta y is gamma Given a triangle ABC with y = 90°, a = 55°, and a = 12, find the values of the remaining parts of the triangle. C= B = degrees Round all answers to 2 places after the decimal point. Give angles in degrees, but do not type "degrees"

Q: Refer to the following triangle: a+B+y- 180° If y = ß and a = 16ß, find all three angles. a = i…

A: sum of all angles of triangle = 180°

Q: Find the missing side and angle measure for each given right angle a=12, and C=32

A: Draw a rough diagram as shown below.

Q: Which of the following could be the measurement of two supplementary angles? 7 and 83° 83 and 83° 97…

A: Two angles are supplementary if there sum is equal to 1800. Here  a)70 and 830  but 7+83=90 hence…

Q: Find. the miss a angles, 5, Show KA LA = side a = 7 CB = side b = 65° side c =

A: Given : In a triangle ABC,   ∠C = 65°, a = 7 cm, b = 11 cm   Using cosine rule:   c2 = a2+b2-2abcosC…

Q: what angle has a tanget and sine that are both negative? a. 65deg b. 120deg 3.265deg 4.310deg

A: To choose the angle that has a tangent and sine are both negative among given options.

Q: 59 F G H. 132 LK AE エ

A: Given , we have to find all angles.

Q: 105° a = d = a b = e = 56° f C = f =

A: We can use the concept of parallel line in order to solve the given problem.

Q: AWXYIS a right triangle. 40 mm 60° Y Find the length of WY. O A. 20 millimeters O B. 40V3…

A: Need to find length of WY

Q: Determine with the information if there is one triangle, two triangles, or none. a=4, b=5, A=60°

A:

Q: .What are the exact side lengths of the triangle shown? 45° 8 Units 45°

A: To fnd the exact side lengths of triangle

Q: Name: 12. For which diagram must you use ONLY the Cosine Law to determine the angle measure? a. C.…

A:

Q: find all the missing angles

A:

Q: Find the size of angle B to three decimal places. A 11.6 mm B 15.2 mm 5.42 mm

A:

Q: Use the given information to determine the area of the triangle. (Round the final answer to one…

A: