Find mZA in the kite shown. A. D (15 1° 11° mLA

Q: Find the mZABD? E 65° 37° B.

A: We have to find the measure of the ∠ABD.

Q: 5 Find the are length s in the diagram below. 45° 2 cm

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Q: What is the length of side c in the figure? 30 45° A 30°

A: A triangle is a plane figure with three sides. The sum of the three angles of a triangle is equal to…

Q: List the sides of the triangle from largest to smallest. 7. 55° F 59° M

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Q: Find the height of the building shown in the figure.

A: Here we have to find the height of the building;  let the height of the building is AB=h;

Q: 7 30° ?

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Q: In the figure above, DCO = 25° and O is the centre of the circle. ABCDE are points on the…

A: All answer are given.

Q: 5. Using Trigonometry determine the length of side BC. C 5 cm 40° A 4.2 cm 5 cm 3.2 cm 3.8 cm

A: Find the length of the BC  in triangle. tanθ=Opposite sideAdjacent…

Q: Determine the length BC, to the nearest tenth of unit. A 18° 65° 8.7

A: According to the guidelines issued by the company We are supposed to answer only one question.…

Q: B 16 30° A C

A: A triangle is a polygon having three sides and three vertices. Sum of interior angles of triangle is…

Q: Determine the value of side AC. A 51° 9 in AC=

A: Given, BC = 9 in. ∠A = 51°

Q: C. d. 53° 60° 15 26 70° 20

A: c) We know that the angle subtended by an arc at the centre is double the angle subtended by it at…

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

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

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Q: 8. 450 3.

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Q: 4.9 ABCD is a kite. Determine the length of AD, BC and angle x. 3 cm 60 80 c 4 cm

A: Step 1:Given: ABCD is a kite. Determine the length of AD, BC, and angle x.

Q: Find the area using law of sines and law of cosines.

A: given diagram is…

Q: 65 Find mZCBD. E 65° 85°

A: m∠CBD=85°see below the explanation part

Q: 61° 20 ft 16 ft

A:

Q: Select the correct answer. Tobias wants to add a wooden trim to a triangular window with the…

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Q: Find mZABC. C A 140° 120° В

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