Triangle HAT; where measure of angle H=47 degrees , angle A=71 degrees , angle T=62 degrees . Side HA = 8.7 units Find HT. Round to the nearest tenth.
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Originally Posted by BrendanLoftus Triangle HAT; where measure of angle H=47 degrees , angle A=71 degrees , angle T=62 degrees . Side HA = 8.7 units Find HT. Round to the nearest tenth. This is an ASA triangle Spoiler: $\displaystyle \frac{a}{sin(71)}=\frac{8.7}{sin(62)}$
Originally Posted by BrendanLoftus Triangle HAT; where measure of angle H=47 degrees , angle A=71 degrees , angle T=62 degrees . Side HA = 8.7 units Find HT. Round to the nearest tenth. Using the sine rule you can write $\displaystyle \frac{HA}{\angle{HTA}} = \frac{HT}{\angle{HAT}} $
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