已知f(α)=(tan(π-α)*cos(2π-α)*sin(二分之π+α))/(cos(-α-π)) (1)化简f(α
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已知f(α)=(tan(π-α)*cos(2π-α)*sin(二分之π+α))/(cos(-α-π)) (1)化简f(α)
f(α)=(tan(π-α)*cos(2π-α)*sin(二分之π+α))/(cos(-α-π))
=-tana*cos(-α)*cosa/(-cosa)
=tana*cosα*cosa/cosa
=sina
应用诱导公式奇变偶不变,符号看象限
再问: 若f(二分之π-α)=-五分之三,且α是第二象限,求tanα
再答: f(α)=sina f(π/2-α)=sin(π/2-α)=cosa=-3/5 α是第二象限 (sina)^2=1-(cosa)^2=16/25 sina=4/5 tana=-4/3
=-tana*cos(-α)*cosa/(-cosa)
=tana*cosα*cosa/cosa
=sina
应用诱导公式奇变偶不变,符号看象限
再问: 若f(二分之π-α)=-五分之三,且α是第二象限,求tanα
再答: f(α)=sina f(π/2-α)=sin(π/2-α)=cosa=-3/5 α是第二象限 (sina)^2=1-(cosa)^2=16/25 sina=4/5 tana=-4/3
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