sin(x+π/3)+(tanπ/6)cos(x+π/3)
=1/cosπ/6(sin(x+π/3)*cosπ/6 + cos(x+π/3) sinπ/6)
=2√3/3 *sin(x+π/3+π/6)=2√3sin(x+π/2)/3=2√3cosx/3
sin(x+π/3)+(tanπ/6)cos(x+π/3)
=1/cosπ/6(sin(x+π/3)*cosπ/6 + cos(x+π/3) sinπ/6)
=2√3/3 *sin(x+π/3+π/6)=2√3sin(x+π/2)/3=2√3cosx/3