(sinB + sinaA)/(cosB- cosA ) = ( cosA + cosB )/(sinA - sinB )
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Instead, solve
cosA−cosB/sinA+sinB = sinB−sinA/cosA+cosB
cosA−cosB/sinA+sinB=sinB−sinA/cosA+cosB .
Cross-multiplying
cos2A−cos2B=sin2B−sin2A
⇒cos2A+sin2A=1=sin2B+cos2Bcos2A−cos2B=sin2B−sin2A
⇒cos2A+sin2A=1=sin2B+cos2B
SO the solution set is the set of all angles.
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