化简(sin(a-b)-2sin a cos b)/2sin a sin b +coa(a+b)

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化简(sin(a-b)-2sin a cos b)/2sin a sin b +coa(a+b)
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化简(sin(a-b)-2sin a cos b)/2sin a sin b +coa(a+b)
化简(sin(a-b)-2sin a cos b)/2sin a sin b +coa(a+b)

化简(sin(a-b)-2sin a cos b)/2sin a sin b +coa(a+b)
(sin(a-b)-2sin a cos b)/2sin a sin b +coa(a+b)
=(sinacosb-cosasinb-2sinacosb)/[2sinasinb+cosacosb-sinasinb]
=-(sinacosb+cosasinb)/(sinasinb+cosacosb)
=-sin(a+b)/cos(a+b)
=-tan(a+b)