Last week in Section 3.1 you learned how to find the area of an oblique triangle using A = absinC This week in Section 3.2 you learn about a new method to use when you are given 3 side lengths of an oblique triangle, called Heron's formula K = 's (s — а) (8 — b) (s — с) S (S - - where a+b+c S = 2 . If you were given the following information about an oblique triangle A = 110°; a = 12.2, 6 = 9.02 which of these two methods would you use to find it's area?
Last week in Section 3.1 you learned how to find the area of an oblique triangle using A = absinC This week in Section 3.2 you learn about a new method to use when you are given 3 side lengths of an oblique triangle, called Heron's formula K = 's (s — а) (8 — b) (s — с) S (S - - where a+b+c S = 2 . If you were given the following information about an oblique triangle A = 110°; a = 12.2, 6 = 9.02 which of these two methods would you use to find it's area?
Last week in Section 3.1 you learned how to find the area of an oblique triangle using A = absinC This week in Section 3.2 you learn about a new method to use when you are given 3 side lengths of an oblique triangle, called Heron's formula K = 's (s — а) (8 — b) (s — с) S (S - - where a+b+c S = 2 . If you were given the following information about an oblique triangle A = 110°; a = 12.2, 6 = 9.02 which of these two methods would you use to find it's area?
2- what sides or angle you would need to be able to use your preferred method?
3- how would you find what are missing ? Side or angle.
Using your preferred method. Find the area of the triangle... values given in picture... Thank you
Figure in plane geometry formed by two rays or lines that share a common endpoint, called the vertex. The angle is measured in degrees using a protractor. The different types of angles are acute, obtuse, right, straight, and reflex.
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