cosA=cos(180-B-C)
=-cos(B+C)
=-(cosBcosC-sinBsinC)
=-(3sinBsinC-sinBsinC)
=-2sinBsinC
cos(B-C)=cosBcosC+sinBsinC
=3sinBsinC+sinBsinC
=4sinBsinC
cosA/cos(B-C)
=-2sinBsinC/4sinBsinC
=-1/2
cosA=cos(180-B-C)
=-cos(B+C)
=-(cosBcosC-sinBsinC)
=-(3sinBsinC-sinBsinC)
=-2sinBsinC
cos(B-C)=cosBcosC+sinBsinC
=3sinBsinC+sinBsinC
=4sinBsinC
cosA/cos(B-C)
=-2sinBsinC/4sinBsinC
=-1/2