sin4a+sin4b+sin4c=2sin2(a+b)cos2(a-b)+2sin2ccos2c=
=2sin2(п-c)cos2(a-b)+2sin2ccos2c=2sin2c(cos2c-cos2(a-b))=
=-4sin2csin(c-a+b)sin(c+a-b)=-4sin2csin2asin2b)
sin4a+sin4b+sin4c=2sin2(a+b)cos2(a-b)+2sin2ccos2c=
=2sin2(п-c)cos2(a-b)+2sin2ccos2c=2sin2c(cos2c-cos2(a-b))=
=-4sin2csin(c-a+b)sin(c+a-b)=-4sin2csin2asin2b)