在△ABC中,三边abc满足a²+b²=c+ab,求角C
人气:425 ℃ 时间:2019-10-10 06:39:06
解答
在△ABC中,三边abc满足a²+b²=c²+ab,求角C..
据余弦定理,c²=a²+b²-2abcosC,代入已知式得ab=2abcosC,
∴cosC=1/2,C=60°.
推荐
- 在△ABC中,角ABC的对边abc,且a²+ab+b²=c²,则角C等于
- 在△ABC中a²+b²-c²=ab则角C为...
- 在三角形ABC中角ABC所对的边分别为a,b,c且a²+b²-C²=√3·ab,
- 在三角形ABC中,a²-c²+b²=(√3)ab,则角C=
- 已知△ABC中,角A,B,C的对边分别为a,b,c,且a²+b²=ab+3 C=60°
- There are lots of trees around our village,some measuring as tall as 50metres.这里为什么用measuring
- i (careful )read the book that Williams gave me
- This is how you will be known on Twitter中文意思!
猜你喜欢