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HELP!!! I REALLY NEED HELP ON THIS QUESTIONS BELOW, please it just one assignment that has this questions please help me out to answer them

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HELP!!! I REALLY NEED HELP ON THIS QUESTIONS BELOW, please it just one assignment that has this questions please help me out to answer them correctly, really need those answers by today please help me you can zoom in and able to see questions clearly, please answer them correctly and please answer all of them questions below, I really APPRECIATE YOUR TIME AND HARDWORK, please help me to answer those questions correctly, thank you! :)

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RF2_12C_Preview ~ RF2_12C_Preview score: 2/9 1/6 answered Question 3 . magine two boaters rowing away from each other at an angle of 80 .If rower your work and round your answer to the nearest tenth of a mile. Hint Sometimes it may appear that there are two possible solutions, but one can be eliminated q er: 1 miles apart observation that the longest side is always across from the greatest angle, and the shortest side is Work: from the smallest angle. Example: Find the remaining sides and angles of the triangle ABC, with B = 470, b = 18 m, and c = 16 m. Round your answers to one decimal place. Solution: Using the law of sines vestion Help: Message instructor - implies sin C = csin B sin _ 16 sin(47") ~0.650. 18 Here, it seems that we may have two solutions: C1 = sin '(0.650) ~ 40.5490 and C2 - 180 - sin '(0.650) ~ 139.451 Putting these possibilities into tabular form, we obtain A2 a a2 ~ B = 47 6 = 18 m OR B - 47 % b = 18 C1 ~ 40.5 c = 16m C2 ~ - 139.5 c = 16 :" Reflect in ePortfolio Without any further calculations, we can see that C2 ~ 139.5" is not feasible; side b is longer than side c, but angle B is smaller than angle C2. (If we were to continue solving the problem, we would get a negative value for angle A2, confirming that this second solution is Let's finish solving the first triangle with C1 ~ 40.5. since the sum of the three angles must equal 180, A1 = 180 - B - C1 ~ 180 - 47 - 40.5490 ~ 92.4510 . We use the law of sines to find a1 : Question 1 - sin Al sin B ' so a1 = bsin A1 ~ 18 sin(92.451 ) ~ 24.589. sin B sin (479) The only solution is Use the information given in the diagram to determine the unknown angle and side lengths. This A1 ~ 92.50 al ~ 24.6 m process is sometimes called "solving the triangle, " Round youknow triangle." Round your answers to the nearest tenth and B = 470 b - 18m express your angle measures in degrees. C1 ~ 40.5 - 16 m Part 1 of 2 Find the remaining sides and angles of the triangle ABCABC, with A - 30 . A - 30, a - 8a = 8 in And 6 - 6b = 6 in. Round your answers to one decimal place. Number of triangles:[ Part 2 of 2 Hint 6 - [ Triangle Measures Values a 6.2 b 3.9 C Question Help: Message instructor MLA 90 Calculator m /B Submit Question m/C Question Help: Message instructor Calculator Submit Question es PhotoG

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