化简三角函数:
原式=sin(π+2π/5)*cos[-(π+5π/6)]+tan[-(4π+π/4)]*tan(π+2/5π).
=-sin(2π/5)cos(5π/6)-tan(π/4)*tan(2π/5).
=-sin(2π/5)*[-cos(π/6)]-1*tan(2π/5).
=(√3/2)sin(2π/5)-tan(2π/5).
≈-2.254.
化简三角函数:
原式=sin(π+2π/5)*cos[-(π+5π/6)]+tan[-(4π+π/4)]*tan(π+2/5π).
=-sin(2π/5)cos(5π/6)-tan(π/4)*tan(2π/5).
=-sin(2π/5)*[-cos(π/6)]-1*tan(2π/5).
=(√3/2)sin(2π/5)-tan(2π/5).
≈-2.254.