求值arcsin(cos3π/7)
1个回答
设arcsin(cos(3π/7))=θ,则
sinθ=cos(3π/7)=sin(π/2-3π/7)=sin(π/14),
∴θ=π/14,
即arcsin(cos(3π/7))=π/14.
相关问题
求arcsin(cos4π\7)的值
arcsin(cos7/6π)+arcsin(sinπ/6)=
COS(π/7)+COS(3π/7)+COS(5π/7)化简求值,
求值:cos[2π/7]+cos[4π/7]+cos[6π/7].
求值:Cos2/7π+Cos4/7π+Cos6/7π
求cos(2π/7)*cos(4π/7)*cos(6π/7)的值
求值 cos[arcsin(-根号3/2)] 3Q
求值:cos255°+sin(-7π/3)+cos(-2040°)+sin(-16π/3)
求值sin7π/3cos(-23π/6)+tan(-11π/4)cos13π/3
arccos(cos4)求值 sin(2arcsin1/3)求值