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Question 10.... Solve the triangle ABC, where ZA = 45°, a 7 2, and b 7....
Find the length of a on the triangle ABC if ZA = 136', b = 18, c = 19. Give your answer accurate to one decimal place. a
(1 point) Consider a triangle ABC for which ZA 120°, a - 34, b - 18. If such a triangle can not exist, then write NONE in each answer box. If there could be more than one such triangle, then enter dimensions for the one with the smallest value for side c. Finally, if there is a unique triangle ABC, then enter its dimensions. degrees; LC is degrees;
Question 7 2 pts For Oblique Triangle ABC with A =39º, a = 20, and b = 26, (without working out the problem) how many triangles could this information be describing? one triangle possibly of 0 or 2 triangles Question 8 2 pts For Oblique Triangle ABC with C =50°, a = 3, and c = 1, (without working out the problem) how many triangles could this information be describing? one triangle possibly of 0 or 2 triangles Question 9...
Solve the triangle, given a=10,b=13, and angle A=25
degrees
3. Solve the triangle, given a = 10, b = 13, and ZA = 25°. (round answer to one decimal place.
Solve the triangle ABC if b = 120, c = 166, LB 40 a Preview ΖΑ = Preview degrees: degrees; ZC = Preview Assume ZA is opposite side a, ZB is opposite side b, and 2C is opposite side c. State the law that you used.
7. (12pts) Solve a right triangle ABC, if side a = 7, and hypotenuse c = 7/2.
Solve for the triangle ABC if a = 30°, a = 10, b = 5 O B = 75°, y = 75°, c = 5.0 O Triangle does not exist O B = 10.12º, y = 139.88°, c = 11.0 O B = 14.480, y = 135.52°, c = 14.0 O B = 250, y = 125°, c = 18.0
Solve triangle ABC, where side a is opposite angle A, side b is opposite angle B, and side c is opposite angle C, given the following. B = 75°, a = 15, c = 20 Show ALL work to receive full credit.
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(2) Solve the right triangle where a = 7, b= 11
Solve triangle ABC. (Round the length to three decimal places and the angles to one decimal place.) C = 27.0739 ZA = 22.5723 ZB = 37.4276 12 19 120° A B