3 Find AB 15 34 SolutionIts easy to find angle B by using an

3) Find AB 15° 34

It\'s easy to find angle B by using \'angles of a triangle add upto 180°\'. Therefore, A = 180° 24° 15° = 141°

We can now find side c = AB by using The Law of Sines:

a/sin A = c/sin C Then, we have 34/sin(141°) = AB/sin(15°) so that AB = (34 × sin(15°))/sin(141°) or, AB = 34* 0.2588/0.6293 or AB = 13.98 on rounding off to 2 decimal places

$3) Find AB 15° 34 SolutionIt\'s easy to find angle B by using \'angles of a triangle add upto 180°\'. Therefore, A = 180° 24° 15° = 141° We can now find side c$

3 Find AB 15 34 SolutionIts easy to find angle B by using an

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