已知TanX,TanY是方程X^-3X-3=0的俩根,求sin^(x+y)-3sin(x+y)cos(x+y)-3cos^(x+y)的值,
人气:456 ℃ 时间:2020-03-23 01:19:42
解答
tanx+tany=3(tanx)(tany)=-3tan(x+y)=(tanx+tany)/(1-tanxtany)=3/4[sin(x+y)]^2+[cos(x+y)]^2=1[sin(x+y)]^2=9/25,[cos(x+y)]^2=16/25,sin(x+y)cos(x+y)={[cos(x+y)]^2}tan(x+y)=12/25[sin(x+y)]^2-3sin(x+y)cos(x+...求公式,谢谢
推荐
- 已知tanx=-2,则sin^2*x+3cos^2*x/3sin^2*x -cos^2*x 的值为?
- 已知tanx,tany是方程x^2+6x+7=0的两个根,求证sin(x+y)=cos(x+y).
- cos(x+y)=1/5,cos(x-y)=3/5则tanx.tany=?
- 已知sin(x+y)/cos(x-y)=m/n,则tanx/tany=?
- 已知cos(x+y)=1/3,cos(x-y)=1/5,求tanx×tany的值
- 小方读一本小说,已读与未读的页数比是1:4,如果再度60页,就正好读完这本书的三分之一,这本小说共有多少页
- please take care of my puppy c____ when i am out
- 已知双曲线C一条渐进线方程3x+4y=0,一个焦点是(5,0)1,求此双曲线的标准方程.
猜你喜欢