Exercise 21.7 Solve the triangle: A = 37°, c = 40, a = 28. Exercise 21.8...
Solve the right triangle. 969 m 40° 26 In the right triangle ABC, with C = 90°, B=1° (Round to the nearest integer as needed.) .
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.
8.2 q4 Reattempt last question. I JUU Solve the triangle if a = 28 = cm, b = 50 cm and c = 40 cm. B= y = Assume Za is opposite side a, ZB is opposite side b, and Zy is opposite side c. Enter your answer as a number, answer should be accurate to 2 decimal places. Question 4 of 6 Points possible: 1 Unlimited attempts. Message instructor about this question Continue DELL F5 F6 a FB a...
Solve the triangle (a is the side opposite α, b is opposite β, and c is opposite γ ). You may estimate to the nearest hundredth but be sure to indicate it is only an estimate, not an exact answer. 1. β=30°, γ=45°, a=5. 2. γ=40°, a=1, b=2 3. a=6, b=2, c=5
Consider triangle ABC: (20 marks)a = 132, b = 224, and ∠C = 28°a. Sketch the triangle(s).b. Solve for c using Cosine law.c. Solve for the missing angles using Sine law only and then separately using Cosine law only.d. Investigate the discrepancy (ie. one has two solutions, and the other one solution). Which is correct? Justify/explain.https://gyazo.com/e777e5024a3f854ed2c411875264a816
с 11 a Solve the triangle. 35° А B 28 What is the length of side a? a = (Round to the nearest whole number as needed.) What is the measure of angle B? B=0 (Round to the nearest degree as needed.) What is the measure of angle C? o (Round to the nearest degree as needed.)
For questions 10 and 11: (3 points cach) Solve the triangle 10. b = 7.c = 5, y = 37 e b Cs = SSA = LOS sinas sing sin & 5 Ein (27) 15 sin (37) Sino sing =3.01 Sin (3.01) = A a= be 7 5 3.01 ya 11. a=5,b= 6,0 = 4 3 C=4 a 5 S G ba BE 4 7
1. (12pts) Solve the triangle AABC. a. Given A = 45°,b= V8, and c = 2 b. Given a = 10, A = 30°, and b = 24
a= Using the Law of Sines to solve the triangle if ZA = 40°, ZC = 66°, b = 24: ZB is Preview degrees; Preview Preview Round to two decimal places if needed. Assume LA is opposite side a, ZB is opposite side b, and ZC is opposite side c. Points possible: 1 This is attempt 1 of 1 ca 1- Submit MacBook Air 80 F3 ODO OOO FS # $ 2 3 4 % 5 6 & 7 W...
Solve the triangle. b = 63.2 km, c = 75.2 km, A = 123°20' Apply the rules regarding the use of significant digits after all computations are complete. a. B = 24°40', C = 32°, a = 122.0 km b. B = 24°40', C = 32°, a = 122.4 km c. B = 25° 40', C = 31°, a = 122.0 km d. B = 25°40', C = 33°, a = 122.2 km e. B = 27°40', C = 32°,...