正弦定理:b/sinB=c/sinC得5/8c*sinC=c*sibB得5/8sinC=sinB得5/8sin2B=sinB得5/8*2sinBcosB
两边消去sinB的cosB=4/5即cosC/2=4/5
由二倍角公式cosC=2cos^2(C/2)-1得cosC=7/25
正弦定理:b/sinB=c/sinC得5/8c*sinC=c*sibB得5/8sinC=sinB得5/8sin2B=sinB得5/8*2sinBcosB
两边消去sinB的cosB=4/5即cosC/2=4/5
由二倍角公式cosC=2cos^2(C/2)-1得cosC=7/25