Solve the triangle. A = 66°, B = 62°, a=8

Q: A=30degrees b=8cm c=5cm  solve for missing parts of the triangle

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Q: Solve the triangle A = 56°, C = 24°, a = 22.Round lengths to the nearest tenth and angle measures to…

A: Given that, A=56°, C=24°, a=22 We have two angles and one side,  We know the sine law, The law of…

Q: Solve the right triangle B=1.21 C=3.56

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Q: Solve the right triangle​ ABC, where C=90°.   a=10.4 yd, c=10.8 yd

A: As we know that; The Sine rule: asinA=bsinB=csinC   Given: C=90°, a=10.4 yd, c=10.8 yd

Q: Solve the triangle shown. Y a 21 68⁰ α 16

A: concept sine rule asina =  b sinb = csinc

Q: solve the triangle  a= 7.656 in  c= 6.129 in  B= 76.78 °

A: Given query is to solve the triangle.

Q: Solve the triangle ABC if b=120, c=162,angleB=40 find a, angle A and angle C

A: Use the law of sines to calculate the angle C. The law of sines states that: asin A=bsin B=csin C…

Q: Solve the triangle. a = 420 m, c = 350 m, B = 147.50 Apply the rules regarding the use of…

A: In this question, we use sine and cosine rules to find rest angles and sides.

Q: Solve the triangle. 80 45 O a = 5.18, c = 7.21, B = 60° Oa=7.21, c= 5.18, B= 50° Oa-7.21, c = 5.18,…

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Q: Solve the right triangle. Round your answers to the nearest tenth. B = [ a = 0 a 53 b = 0 %3D B. 21

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Q: 28 58° 31 R T

A: The given triangle is a right-angled triangle right angled at vertex S. For angle 58o, the ST will…

Q: Solve the triangle ABC C=52.03 degrees, a + 32.5, c=59.8

A: Use the sine formula in triangle ABC to find angle A.

Q: solve the triangle A=49 B= 32 a=30

A: The Sine rule: asinA=bsinB=csinC   Given: A=49°, B=32°, a=30 From the property of the triangle:…

Q: Solve the triangle if possible B=57 degree a=11 b=10

A: given  B=57°b=10a=11

Q: Solve the triangle ABC.  Show all of your work.  Identify the case.        a = 49, c = 56, and A =…

A: Given:If the two sides and one angle is given then the case is SSA.a=49, c=56 and A=42°To…

Q: Solve the triangle.   a=7.231 in     c=6.146 in     B=78.63

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Q: solve the triangle.  a= 4.23m  c=5.59m B=29.2 °

A: Given: a=4.23 m, c=5.59 m and ∠B=29.2∘  In a triangle∆ABC by cosine rule b2=a2+c2-2accosB…