[sin(θ-π﹚/tan(3π-θ﹚]·[cot﹙π/2-θ﹚/tan﹙θ+﹙3π/2﹚﹚]·cos(π+θ﹚/sin﹙﹣θ)过程!

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[sin(θ-π﹚/tan(3π-θ﹚]·[cot﹙π/2-θ﹚/tan﹙θ+﹙3π/2﹚﹚]·cos(π+θ﹚/sin﹙﹣θ)过程!
[sin(θ-π﹚/tan(3π-θ﹚]·[cot﹙π/2-θ﹚/tan﹙θ+﹙3π/2﹚﹚]·cos(π+θ﹚/sin﹙﹣θ)过程!

[sin(θ-π﹚/tan(3π-θ﹚]·[cot﹙π/2-θ﹚/tan﹙θ+﹙3π/2﹚﹚]·cos(π+θ﹚/sin﹙﹣θ)过程!
原式=-sinθ/(-tanθ)*sinθ/(-cotθ)*(-cosθ)/(-sinθ)
=-sin²θcosθ/(tanθcotθsinθ)
=-sinθcosθ
=-(sin2θ)/2

Sinπ/3Tanπ/3+tanπ/6COSπ/6-Tanπ/4COSπ/2 [sin(θ-π﹚/tan(3π-θ﹚]·[cot﹙π/2-θ﹚/tan﹙θ+﹙3π/2﹚﹚]·cos(π+θ﹚/sin﹙﹣θ)过程! 已知2tanθ/1+tan^2θ=3/5,求sin^2(π/4+θ) 化简[sin(θ-5π)cot(π/2-θ)cos(8π-θ)]/[tan(3π-θ)tan(θ-3/2π)sin(-θ-4π)] sin(θ -5π)/tan(3π-θ)*cot(π/2-θ)/tan(θ -3/2π)*cos(8π-θ)/sin(-θ-4π)化简 求证:[2sin(θ-3π/2)cos(θ+π/2)-1]/1-2sin^2 θ=[tan(9π+θ)+1]/tanθ-1 已知sinθ=5分之3,θ∈(2分之π,π),tanψ=2分之1,求tan(θ+ψ),tan(θ-ψ)的值 求证2(cosθ -sinθ )/1+sinθ +cosθ =tan(π/4-θ /2)-tanθ /2 ①利用公式sin(π-θ)=sinθ和sin(∏+θ)=-sinθ证明:sin(-θ)=-sinθ②证明tanθsinθ∕tanθ-sinθ=1+cosθ∕sinθ③已知sinα-2cosα+1=0,α≠kπ+π∕2,k∈z求:tan(3π-α)和1∕sin2α-sinαcosα+1的值‍ 若sinα=3sin(π/2-α),则tanα+1/tanα-1= 已知角θ是第四象限的角 化简√1-2sinθcosθ/sinθ-cosθsin(-α)tan(2π-α)/tan(π-α)sin(3π-α) 化简(√3cosθ+sinθ)/(√3sinθ-cosθ)不要跳步,内容:两角和差的正切原式=[(√3cosθ+sinθ)/cosθ]/[(√3sinθ-cosθ)/cosθ]=(√3+tanθ)/(√3tanθ-1)= -(tanπ/3+tanθ)/(1-tanπ/3tanθ)= -tan(π/3+θ) 已知tanθ=3,求(3cosθ-5sin^2θcosθ)/sin(π-θ)的值 化简:[sin(﹣α)cos(π-α)]∕[tan(π+α)sin﹙3π/2+α)] tanα=m,则sin(α+3π)+cos(π+α)/sin(-α)-cos(π+α)等于? 问几道高中三角函数题1、求证:tanα*sinα/(tanα-sinα)=(tanα+sinα)/tanα*sinα2、已知sinθ+cosθ=1/5,θ∈(0,π),求(1)sinθ-cosθ;(2)tanθ3、若α角的终边落在第三或第四象限,则α/2的终边落在第______ 已知sin(π+θ)=1/3,则cosθ=?tanθ=? 若sinθ+cosθ=√2,则tan(θ+π/3)