Prove that area of triangle having thita of angle is equal to a*b*sin thita ÷2
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let Ф be the angle in pace of Thita
Let angle Ф be formed by sides a & b
we know sinФ= height/a ⇒ height=a* sinФ
We have area of triangle = (height*b )/2
= (a*sinФ*b )/2
= ( a*b* sinФ)/2
Let angle Ф be formed by sides a & b
we know sinФ= height/a ⇒ height=a* sinФ
We have area of triangle = (height*b )/2
= (a*sinФ*b )/2
= ( a*b* sinФ)/2
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