求证!(1 + cosx )/sinx = cot(x/2)
问题描述：
求证!(1 + cosx )/sinx = cot(x/2)
1 + cosx
------- = cot(x/2)
sinx
可否写清楚一点。gykwz
答
1 + cosx =1+2(cosx/2)^2-1=2(cosx/2)^2
1 + cosx
------- = 2(cosx/2)^2/2sin(x/2)*cos(x/2 )=cot(x/2)
sinx