cos[1/2arctan(-3/4)].cos[1/2arctan(-3/4)]=
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cos[1/2arctan(-3/4)].cos[1/2arctan(-3/4)]=
cos[1/2arctan(-3/4)]
.
cos[1/2arctan(-3/4)]=
cos[1/2arctan(-3/4)].cos[1/2arctan(-3/4)]=
x=1/2arctan(-3/4)
所以tan2x=-3/4
则-π/2
计算cos(1/2arctan(-3/4))
cos[1/2arctan(-3/4)].cos[1/2arctan(-3/4)]=
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