Asked by Lo
9. In triangleABC, A=31degrees, AC=32cm, and CB=20cm. Find all possible values of B.
B=34.5
B=55.5
B=59
B=93.5
B=124.4
10. In triangleABC, AB=8, BC=9, and CA=11. Find the measure of the smallest angle.
80.4
53.8
52.3
45.8
Thank you! I really need help on these
B=34.5
B=55.5
B=59
B=93.5
B=124.4
10. In triangleABC, AB=8, BC=9, and CA=11. Find the measure of the smallest angle.
80.4
53.8
52.3
45.8
Thank you! I really need help on these
Answers
Answered by
Anonymous
law of sines
(sin 31 ) / 20 = (sin B ) / 32
sin B = (32/20) sin 31
= 0.824
so
B = 55.5 degrees
but watch out, same sin in quadrant 2
180 - 55.5 = 124.5 degrees
(sin 31 ) / 20 = (sin B ) / 32
sin B = (32/20) sin 31
= 0.824
so
B = 55.5 degrees
but watch out, same sin in quadrant 2
180 - 55.5 = 124.5 degrees
Answered by
Anonymous
going by the law of sines it is likely to be the angles opposite the shortest side, ,C
law of cosines
c^2 = a^2 + b^2 - 2 a b cos C
your turn :)
law of cosines
c^2 = a^2 + b^2 - 2 a b cos C
your turn :)
Answered by
honors student
9. B) m∠B = 55.5°; E) m∠B = 124.5°
10. D) 45.8°
10. D) 45.8°
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