In AABC, mzA= 45°, mzB = 63°, and BC= 24 in. What is AB to the nearest tenth of an inch? O 30.2 in. O 15.1 in. O 32.3 in. O 10.5 in.

Q: 13.4 In. 9.8 in. B) The length of the unknown leg is

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Q: G) Parallelogram 720 ft 660 ft 300 ft

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Q: 6 in. 1) The circumference the circle above is?

A: Circumference of the circle =2πr where,  r is the radius of circle

Q: TA Gren: DC a Pem BF = Ham AE = 1Sem CF =Hem

A: We have to find the perimeter of BCE.

Q: Solve triangle. Round answer to the nearest tenth

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Q: Find length of mAB m AB A 12 in. 23.88 in. R

A: topic - circle and arcs

Q: 24 cm 33 cm 14 cm Slant height of left and right triangles is 30 cm and back triangle 33 cm

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Q: 1. 1.

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Q: 15 6. 12 B.

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Q: Use the figure to the right to determine the length of BČ. Show work! = cm a. с. cm 18 36

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Q: Find d. d= in. (Round to the nearest tenth as needed.) CATE 12 in 18 in 20 in

A: Solution :- we have to find value of d  Here we use Pythagoras theorem  Now

Q: 160 60 X = X =

A: A triangle inscribed in a circle, we have to find the inscribed angles.

Q: 31. What is the length of AD? D 12 cm 30° B

A: Given : ∠C = 30°AB = 12 cm

Q: Apply Law of Cosines 13) 28 ft 87 7%

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Q: 9 mi 7 mi N 65 mi

A: The given sides of the triangle are: 7mi, 9mi, 65mi The biggest side is: 9 And, the other two sides…

Q: a. Since 1 yd = 3 ft. 1 yd² = _?_ ft° and 1 yd' = ?_ ft'. 2 in. and 1 ft'. cm and I m 2 in., 1 ft :…

A: Given-  To fill- The above blank space.

Q: In the figure, ZABC = LADB. Find AB if AD DC = 6. = 2 and

A: AD=2, DC=6

Q: . In the figure, O ABC is circumscribing a circle. Find the length of BC. 3 cm 9 cm 4 cm, B.

A: Topic:-  circle and  it's properties

Q: /I. Find the area of triangle ABC having the indicated measures. Round to the nearest hundredth.…

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Q: Explain why the triangles are similar. Then find the missing length x. S in. 4 in. 5 in.

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Q: E

A: We have to find the length of CE according to the given information

Q: T1.2 km 8 cm 11.2 km 5.1 cm 15) 16) 12 km 5.2 cm 12 km 7.6 cm

A: Solution:

Q: 38 in. 44 in. 35 in Find the area of the parallelogram. The figure is not drawn to scale.

A: Opposite side of a parallelogram is equal.

Q: The area of AABC is 9.7 in?. If a = 6 in. and c = 4 in., find the measure of angle B.

A: Given area of triangle ABC is 9.7 in2 Side a = 6 in. and side c=4 in. To find measure of angle B

Q: Refer to triangle ABC, find each ratio

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Q: Which of the following could be the three side lengths of an isosceles triangle? @ 6 in., 6 in., 12…

A: The correct option is option (c) 4 in, 3 in, 4 in   An isosceles triangle has two equal sides. But,…

Q: the nearest tenth. Use Area31/2bcSinA 1½bC sinA 12) E C. 6 miDA 66 13 mi =6 F B) 4.3 mi? D) 31.9 mi?…

A: The given triangle has mesaures,∠D=66°, ED=6 mi, DF=13 mi