Ask Question
8 July, 15:20

Solve the triangle abc, if possible. show all work and / or support your answer. c = 52.3°, a = 32.5 yd, c = 59.8 yd

+4
Answers (1)
  1. 8 July, 15:59
    0
    This is solving for a triangle when given two sides and a NON-included angle.

    Let's use the Law of Sines and solve for Angle A:sin (C) / side c = sin (A) / side asin (52.3) / 59.8 = sin (A) / 32.50.79122 / 59.8 = sin (A) / 32.5sin (A) = 32.5 *.79122 / 59.8 sin (A) = 0.4300108696

    Angle A = 25.468 Degrees

    Angle (B) = 180 - 52.3 - 25.468 = 102.232 degrees

    Finally, we'll solve for side b with the Law of Sines

    Sine (102.232) / side b = sin (52.3) / 59.80.9773 / side b = 0.79122 / 59.8side b =.9773 * 59.8 /.79122side b = 73.864
Know the Answer?
Not Sure About the Answer?
Find an answer to your question ✅ “Solve the triangle abc, if possible. show all work and / or support your answer. c = 52.3°, a = 32.5 yd, c = 59.8 yd ...” in 📘 Mathematics if you're in doubt about the correctness of the answers or there's no answer, then try to use the smart search and find answers to the similar questions.
Search for Other Answers