4) Solve the right triangle: A? b? 15.0 cm a? 57

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A: Given query is to solvethe triangle.

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A: Given is triangle

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A: Cosine rule is used to solve triangle if sides of triangle given.

Q: 3. Solve for triangle ABC, given that C = 135°, a = 12 units and b = 15 units. %3D

A: We have to find side and angle

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A:

Q: Solve the triangle shown in the given Figure with A = 46°, C = 63°, and c = 56 inches. Round lengths…

A: ∠A=46°∠C=63°c=56 inches   formula used: asinA=bsinB=csinC

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A: if we have to check  which sides form the right angled triangle   we  check sum of the squares of…

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Q: Solve the triangle for the indicated side and angle (in degrees). 16 a 60° 8 a =

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Q: 2) C. 19 mi B 23 mi 30 mi

A: Area of triangle A = 1/2 * a* c* sinB A = 1/2 * 23*19*sin90° A = (23*19)/2 meter^2

Q: Given Triangle ABC, A=48 degrees, B=61 degrees and c =21, solve for the value of a to the nearest…

A: Use sine law

Q: to

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Q: 4. Solve each triangle by finding all unknown values. а) 15 cm 35° A B 13 cm

A: Hey, since there are multiple subpart posted, we will answer the first question. If you want any…

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A:

Q: Solve for the side "c" of the smaller triangle (with shorter side c). Given: a=11.4, b-12.8, A-58°…

A: Given: a=11.4, b=12.8, A=58° Apply the cosine rule to find the side ''c''. a2=b2+c2-2bccosA

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Q: This problem refers to triangle ABC. If A=50 degrees, B=60 degrees, and b=10cm, find a.

A: Given,

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A: Given problem:- Solve triangle ABC, given: a = 12 cm, b = 14 cm, c = 15 cm.

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Q: to

A: Given data is : a=308 mib=207 mic=253 mi To find the value of angles A, B, and C.

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A: A detailed solution is given below.

Q: 36° 110°

A: Sum of angles of a triangle is 180 degree.

Q: Use your knowledge of the ambiguous case to solve each triangle, if possible. 4. mLA= 38°;b=11;a=13

A: m angle A=38 degree, b=11, a=13

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A: Given,           A right triangle with B=15.6° , b=33.5

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A: here we have hypotenuse c=10 base b=6 and height a=? use the Pythagorean theorem for the right angle…

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Q: Find two triangles for A = 51°, a = 6.5 ft, b = 7.9 ft %3D

A: The objective here is to find two triangles having the same data as given: A=51°,a=6.5ft,b=7.9ft

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A: We use sine law

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A: here we have the length of hypotenuse: AB=10 the length of the shorter leg: BC=x the length of the…

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Q: Use your knowledge of the ambiguous case to solve each triangle, if possible. 4. mLA= 38";b=11;a=13

A: “Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: B. Use the given figure to solve the remaining parts of right triangle ACB. 1. b = 17 cm and c = 23…

A: Given:-b=17c=23∠C=90°using pythagorean theorema2+b2=c2a2=c2-b2    =232-172    =240a=240=415≈15.49…

Q: 3) To begin solving this triangle, which method would you have to use? 22.5 cm 110.6" 27.8 cm

A: Recall: Law of sines Law of cosines

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Q: If triangle ABC is a right triangle with a = 20.5, b = 31.4, and C = 90 degree , solve thetriangle…

A: Given: a = 20.5, b = 31.4, and C = 90°

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A: