Problem: Find the total area of the segment. 55° Ans:

Q: ОВ Oc в Both None A 61° 51° 68° 61° 38° 96⁰

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Q: Solve triangle ABC given the following information.     B = 32.8 degree, a = 625 ft, and b = 521 ft

A: B = 32.8° a = 625 ft., and b = 521 ft.   Formula used sinAa=sinBb=sinCc

Q: Find the area of each triangle.A =50°, C = 30°, c = 3

A: A triangle is a polygon with three sides. Given two angles of a triangle and a side opposite to one…

Q: Show the solution of Angle

A: Arc x = 180 - 28 = 152 degrees

Q: 9 mm 29° 10 mm 6 km 5 kr 9 km

A: Triangle is a three-sided closed figure. it contains three angles that when combined the sum equals…

Q: 70 a=5 410 A B

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Q: Find the area of the triangle with a = 8, b = 11,and C = 113°.

A: Here the length of 2 sides and their included angle are given . So area of the triangle can be found…

Q: 260° R 38.95 cm MN

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Q: Complete the three angles and lengths of each JKL, MNO and RPQ triangles...

A: Part (i):   First consider the triangle JKL, the angle JKL is a right-angled triangle:

Q: Calculate the area and perimeter of AABC at right. Give both exact and approximate (decimal)…

A: Given a triangle ABC. To find the area and perimeter of the triangle.

Q: B = 102.53°, b = 21.89 yd & a = 23.46 yd How many triangles can be formed? A= yd OR A= yd

A: We are given that B=102.53o, b=21.89 yd, a=23.46 yd. We have a universal cosine rule which is…

Q: Find the area of each triangle. b = 5, c = 5, A = 20°

A: Consider b=5, c=5 be the sides and A=20° be the angle between them. Then find the area of triangle.…

Q: 61° 20 ft 16 ft

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Q: Find the area of the given triangle. 106°, a = 16 yd, b 28 yd

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Q: Find the dia meter of, the cirdes in terms of L. 66 120°

A: We have to find the diameter of the circles in terms of L.