证明 (tanX+tanY)/(tanX-tanY)=(sin(X+Y))/(sin(X-Y))thanks

来源:学生作业帮助网 编辑:六六作业网 时间:2024/11/25 09:17:44
证明(tanX+tanY)/(tanX-tanY)=(sin(X+Y))/(sin(X-Y))thanks证明(tanX+tanY)/(tanX-tanY)=(sin(X+Y))/(sin(X-Y))

证明 (tanX+tanY)/(tanX-tanY)=(sin(X+Y))/(sin(X-Y))thanks
证明 (tanX+tanY)/(tanX-tanY)=(sin(X+Y))/(sin(X-Y))
thanks

证明 (tanX+tanY)/(tanX-tanY)=(sin(X+Y))/(sin(X-Y))thanks
利用tanx=sinx/cosx的定义,左边的一定可以化为sinx和cosx的式子
同理右边的可以分解为sinx和cosx的式子
二者一定相等