如果α∈(π/2,π),且sinα=4/5,那么sin(α+π/4)+cos(α+π/4)=A.(4根号2)/5B.-(4根号2)/5C.(3根号2)/5D.-(3根号2)/5

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如果α∈(π/2,π),且sinα=4/5,那么sin(α+π/4)+cos(α+π/4)=A.(4根号2)/5B.-(4根号2)/5C.(3根号2)/5D.-(3根号2)/5

如果α∈(π/2,π),且sinα=4/5,那么sin(α+π/4)+cos(α+π/4)=A.(4根号2)/5B.-(4根号2)/5C.(3根号2)/5D.-(3根号2)/5
如果α∈(π/2,π),且sinα=4/5,那么sin(α+π/4)+cos(α+π/4)=
A.(4根号2)/5
B.-(4根号2)/5
C.(3根号2)/5
D.-(3根号2)/5

如果α∈(π/2,π),且sinα=4/5,那么sin(α+π/4)+cos(α+π/4)=A.(4根号2)/5B.-(4根号2)/5C.(3根号2)/5D.-(3根号2)/5