= 12.4 in. For triangle ABC, we are given that m/C = 28.6, AC = 28.3...
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= 12.4 in. For triangle ABC, we are given that m/C = 28.6, AC = 28.3 in, and BC We can use the Law of Cosines, Law of Sines, and other properties of triangles to determine all of the missing information. Note that the diagram may not be drawn to scale. A 28.3 in B 12.4 in 28.6 Determine all of the missing information about this triangle. a. AB = inches Preview b. Draw the triangle and add the length of AB to your diagram. c. mZA = d. m/B= degrees Preview degrees Preview Note that this question allows you to use trig functions that evaluate for angle measures in degrees. To remind yourself how to evaluate trig functions for angle measures in degrees in this program, click here. = 12.4 in. For triangle ABC, we are given that m/C = 28.6, AC = 28.3 in, and BC We can use the Law of Cosines, Law of Sines, and other properties of triangles to determine all of the missing information. Note that the diagram may not be drawn to scale. A 28.3 in B 12.4 in 28.6 Determine all of the missing information about this triangle. a. AB = inches Preview b. Draw the triangle and add the length of AB to your diagram. c. mZA = d. m/B= degrees Preview degrees Preview Note that this question allows you to use trig functions that evaluate for angle measures in degrees. To remind yourself how to evaluate trig functions for angle measures in degrees in this program, click here.
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