cos(x+π/4)+sin(x+π/4)化简
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cos(x+π/4)+sin(x+π/4)化简cos(x+π/4)+sin(x+π/4)化简cos(x+π/4)+sin(x+π/4)化简cos(x+π/4)+sin(x+π/4)=√2[√2/2co
cos(x+π/4)+sin(x+π/4)化简
cos(x+π/4)+sin(x+π/4)化简
cos(x+π/4)+sin(x+π/4)化简
cos(x+π/4)+sin(x+π/4)
=√2[√2/2 cos(x+π/4)+√2/2 sin(x+π/4)]
=√2[cosπ/4 cos(x+π/4)+sinπ/4 sin(x+π/4)]
=√2 cos(x+π/4-π/4)
=√2cosx
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答:cos(x+π/4)+sin(x+π/4)
=cosxcos(π/4)-sinxsin(π/4)+sinxcos(π/4)+cosxsin(π/4)
=√2/2cosx-√2/2sinx+√2/2sinx+√2/2cosx
=√2cosx
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