Solve for the value of v. 105° (8v+3)°,

Q: Solve for X when the length of MG is and Angle G is 50.0 cm 28 degrees M R

A: The figure of the triangle is given by To evaluate : The value of x

Q: Solve the triangle if a = 24 m, b = 44 m andc= 38 m. В C %3D Assume A is opposite side a, B is…

A: Cosine law of triangles :       a2 =b2 +c2-2bc cos(A)       b2 =a2+c2 -2ac cos(B)       c2 =…

Q: Solve the triangle ABC if b = 100 and c= 450 LA = ____ LB = ____ LC = ____ a = _____

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Q: Solve the triangle. b= 4, c= 6, A = 60° (Round to two decimal places as needed.) (Round to one…

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Q: Solve the triangle using the Law of Sines. (Assume b = 8, LA = 50°, and 2C = 110°. Round the le a =…

A: Here we have, b=8, ∠A=50° and ∠C=110° We have to find a=?, c =? and ∠B=?

Q: Solve the triangle. a = 6, b = 2, C = 20° CA (Round to two decimal place

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Q: complete the square before using an appropriate trigonometric substitution.

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Q: Solve the triangle ABC if y = 81°,c=11 and b=12 using the Law of Sines. Show your degrees in…

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Q: 2) Solve the triangle DEF, given that d = 31m, e = 17m, and f = 16m. Round your answers to the…

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Q: Solve the triangle. a a= 10, b= 8, C = 30° (Round to two decimal places as needed.)

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Q: Solve the triangle. b = 0.927 km C = 0.387km, A=43°10' %3D

A: Given: b=0.922 km, c=0.387 km and ∠A=43°10'.

Q: Solve the triangle if a = 20 = mi, b = 40 mi and c = 55 mi. a = B = Y = Assume Za is opposite side…

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Q: complete the square before using an appropriate trigonometric substitution.

A: completing the square of x2+4x+3 =x+22-1 substituting this value in integral the integral becomes…

Q: Solve the triangle. a = 1, b= 6, C = 60° (Round to two decimal pi A ° (Round to one decimal B (Round…

A: We can find the answer as below.

Q: Solve the triangle using the Law of Sines when b= 6, angle A = 30 degrees and when Angle C = 110…

A: Given, A = 30o, C = 110o, b = 6 A + B + C = 180o => B = 180o - 30o - 110o => B = 40o

Q: Solve the triangle. a =9, b=9, C =50° (Round to two decimal places as needed.) (Round to one decimal…

A: a=9,b=9,C=50°. We have to find the remaining unknowns in the triangle.

Q: Solve the triangle. a=8, b=13, c = 16 A≈ B≈ C≈ (Round to one decimal place as needed.) (Round to one…

A: Due to Bartleby guidelines, only 1question can be solved. Please repost the remaining questions to…

Q: Solve for the remaining parts of ABCA. Illustrate and label the right triangle. 2.] Given b = 3.51 m…

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Q: Solve the triangle if a = 36 mi, b = 67 mi and c = 73 mi. А B = C Assume A is opposite side a, B is…

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Q: Solve the right triangle. Round to the nearest tenth if necessary A b A = 41.3°, b = 2.5 m B degrees…

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Q: Use the law of cosines to solve that SAS triangle. b=5, c=11, A=30.

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Q: 3. v? – 4v = -1.2975 – 2.1i

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Q: Find all solutions for each triangle. Round answers to 2 decimal places. 1. B = 107.2°, b = 15.3, c…

A: As per Bartleby answering guidelines, we are not allowed to answer more than one question. The given…

Q: Solve the triangle ABC given A = 50°, B = 70°,b =10 Round the angle to nearest degree and the side…

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Q: Solve the triangle АВС ifa = 42°10',y = 61°20' and b=19.7 using the Law of Sine. Show your degrees…

A: Here we solve triangle using law of Sine.

Q: Solve the triangle. a =7, b= 9, C = 160° |(Round to two decimal places as needed.)

A: Given that a = 7 , b = 9 & C = 160o  since we have cosine rule formula C = a2+b2-2ab cos(C)

Q: Find values for b such that the triangle has two solutions.

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Q: Solve the triangle. a=7, c=4, B=52° b= (Do not round until the final answer. Then round to the…

A: Given a=7,c=4 and B=52°We know cosine rule b=a2+c2-2ac*cosBb=72+42-2*7*4*cos(52)  =49+16-56*-0.16…

Q: Solve the triangle. 4 b 450 6. | (Round to two decimal places as needed.) ' (Round to one decimal…

A: (Note: We are entitled to solve one question at a time).  Given: To Find: b, A and C. Concept: Law…

Q: Solve the triangle. a = 65, b = 22, c = 47 A≈ B C≈ с (Do not round until the final answer. Then…

A: Introduction: The law of cosines describes the relationship between a triangle's side lengths and…

Q: Solve for the indicated angles. F 136° B D E

A: Given : ∠CBD = 136°  A straight line, whose sides lie in opposite directions from the vertex. A…

Q: Solve the triangle. a= 5, b= 17, c=20 AI° (Round to one decimal place as needed.)

A: Using cosine rule; a2 = b2 + c2 - 2bc cos A 52 = 172 + 202 - 2(17)(20) cos A cos A = 0.9765 A =…

Q: Solve the triangle. a = 6, b= 2, C = 20° CN 4.18 (Round to two decimal places as needed.) (Round to…

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Q: .B A = 41.3°, b = 2.5 m B = %3D degrees a = C =

A: In right-angle triangle, one angle is 90, so the sum of the remaining two angles is 90.  use…

Q: 6. In OY, AB = 18 meters, mÃC = 65 degrees Find DC.

A: Given: AB = 18 meters, mAC^ = 65° To find: DC Construct AY and BY as shown in figure by dotted…

Q: AB = 2 cm BC 4 cm C D cm

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Q: Solve the right triangle ABC with a=6 meters, c=10 meters and right angle C

A: Given a=6m, c= 10m and ∠C=90°We know that sides are opposite to the respective angles By pythagorous…

Q: Solve for x in the triangle below given that AB = 4cm, BC = 3cm and AC = x 1.1 4 cm 3 cm

A: For any right angled triangle, using the Pythagoras theorem, it can be written that h2=p2+b2, where,…

Q: Find all angles, 0° < 0 < 360°, that solve the following equation tano =V3

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Q: Find the values of x and y that make the equation true. За + 8i — 12 — (12у)i – (12y)i

A: Solution: The given equation is 3x+8i=12-(12y)i

Q: Solve the triangle ifa = 42°10',y = 61°20' and b=19.7 using ABC the Law of Sine. Show your degrees…

A: Solve the triangle ABC if angle alpha is 42°10' , bita is 61°20' and b=19.7 using the law of sine .

Q: A = 50°,c = 560 ft, a = 450 ft Solve the following if the triangle exists: given

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Q: Solve the triangle. A≈ a=16, b= 19, c = 20 (Round to one decimal place as needed.)

A: Given a=16, b=19, c=20, Aim : To find A

Q: 9. Solve the right triangle angle F = 15 EF = %3D E 42° EG = %3D tho narallelogram.

A: The sum of three angles in a triangle equals 180 degrees. Trigonometric functions are to be used to…

Q: Use the Law of Cosines to find the values of x and y. 4 6.

A: A figure is given with an unknown side and angle. The objective is to use the law of cosines to find…

Q: 2c

A: Opposite angles in any quadrilateral inscribed in a circle are supplementary.

Q: Use the law of sines to solve the triangle, if possible. B= 39°, C=27°,b=22

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Q: Solve for the value of x. State what each angle equals. LA = 2C-> ZD=> BX C (2x (x 35) 75)

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Ratios

A ratio is a comparison between two numbers of the same kind. It represents how many times one number contains another. It also represents how small or large one number is compared to the other.

Trigonometric Ratios

Trigonometric ratios give values of trigonometric functions. It always deals with triangles that have one angle measuring 90 degrees. These triangles are right-angled. We take the ratio of sides of these triangles.