sinπ/3+cosπ/2=5sin90°+2sin0°-3sin270°+10cos180°=

sinπ/3+cosπ/2=5sin90°+2sin0°-3sin270°+10cos180°=
sinπ/3+cosπ/2=
5sin90°+2sin0°-3sin270°+10cos180°=

sinπ/3+cosπ/2=5sin90°+2sin0°-3sin270°+10cos180°=
sinπ/3+cosπ/2=（根号3)/2 +0=（根号3)/2
5sin90°+2sin0°-3sin270°+10cos180°
=5*1+2*0-3*(-1)+10*(-1)
=5+3-10
=-2

sinπ/3+cosπ/2
=√3/2+0
=√3/2

5sin90°+2sin0°-3sin270°+10cos180°
=5+0+3-10
=-2

2分之根号3+0 = 2分之根号3
5+0+3-10=-2