sin^2(x⼀2)为什么=1⼀2(1-cosx),求推算过程

2025-03-28 16:26:21
推荐回答(2个)
回答1:

cosx
=cos(x/2 +x/2)
=cosx/2 cosx/2 -sinx/2sinx/2
=(cosx/2)^2 - (sinx/2)^2
=1-(sinx/2)^2 - (sinx/2)^2
=1-2(sinx/2)^2
2(sinx/2)^2=1-cosx
(sinx/2)^2=1/2(1-cosx)

回答2:

COS2X=2COS^2—1=1—2Sin^2用这个公式变来的 要记得哦