若π/4<α<3π/4,0<β<π/4,cos(π/4-α)=3/5,sin(3π/4+β)=5/13,则sin(α+β)=?∵π/4<α<3π/4∴-π/2
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若π/4<α<3π/4,0<β<π/4,cos(π/4-α)=3/5,sin(3π/4+β)=5/13,则sin(α+β)=?∵π/4<α<3π/4∴-π/2若π/4<α<3π/4,0<β<π/4,c
若π/4<α<3π/4,0<β<π/4,cos(π/4-α)=3/5,sin(3π/4+β)=5/13,则sin(α+β)=?∵π/4<α<3π/4∴-π/2
若π/4<α<3π/4,0<β<π/4,cos(π/4-α)=3/5,sin(3π/4+β)=5/13,则sin(α+β)=?
∵π/4<α<3π/4
∴-π/2
若π/4<α<3π/4,0<β<π/4,cos(π/4-α)=3/5,sin(3π/4+β)=5/13,则sin(α+β)=?∵π/4<α<3π/4∴-π/2
这道题目竟然是我们期末考试的一道题目 吓 我是对的
若sin(3π/4+α)=5/13,cos(π/4-β)=3/5,且0<α<π/4<β<3π/4,求cos(α+β)的值
若π/4<α<3π/4,0<β<π/4,cos(π/4-α)=3/5,sin(3π/4+β)=5/13,则sin(α+β)=?∵π/4<α<3π/4∴-π/2
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