If in a \( \triangle A B C, a \sin A=b \sin B \), then the triangle is (A) isosceles (B) equilat...

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In ∆ABC, if (a²+b²)sin(A-B)=(a²-b²)sin(A+B). prove that it is isosceles or right angled triangle. In ∆ABC, if (a²+b²)sin(A-B)=(a²-b²)sin(A+B). prove that it is isosceles or right angled triangle.
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