if A B C D are angles of a qudrilateral prove that sin (A +D)=sin ( B + C ) =0
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Answer:
Step-by-step explanation:
- A + B + C + D = 360
- (A+B) = 360 - (C+D)
- sin (A+B) = sin {360 - (C+D)} = -sin(C+D)
- So, sin(A+B) + sin(C+D) = -sin(C+D) + sin(C+D) = 0
Hope it helps
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