已知非零函数a.b满足:(asin(π/5)+bcos(π/5))/(acos(π/5)-bsin(π/5))=tan8π/5,求b/a的值
人气:401 ℃ 时间:2020-06-05 13:31:14
解答
(asin(π/5)+bcos(π/5))/(acos(π/5)-bsin(π/5))=tan8π/5=tan3π/5=sin3π/5/cos3π/5asinπ/5cos3π/5+bcosπ/5cos3π/5=acosπ/5sin3π/5-bsinπ/5sin3π/5bcosπ/5cos3π/5+bsinπ/5sin3π/5=acosπ/5sin3π/5...
推荐
- 已知非零常数 a,b满足(acosπ/5-bsinπ/5)/(asinπ/5+bcosπ/5)=1/(tan8π/15),求b/a.
- 已知非零常数 a,b满足(acosπ/5-bsinπ/5)/(asinπ/5+bcosπ/5)=1/(tan8π/15),求b/a. 详细过程
- (asinπ/5 +bcosπ/5)/(acosπ/5 -bsinπ/5)=tan8π/15,则b/a等于 A.√3 B.√3/3 C.-√3 D.-√3/3
- 已知asin(γ+α)=bsin(γ+β),求证tanγ=bsinβ-asinα/acosα-bcosβ
- 已知非零实数a,b满足(asin(∏/5)+bcos(∏/5))/(acos(∏/5)-bsin(∏/5))=tan(8∏/15),求b/a的值
- 列式计算 1.一个数的20%比它的4分之3少11,这个数是多少?2.一个数的4分之1相当于5分之2的20%,这个数是多
- :三对等位基因位于两对同源染色体上的个体自交,后代的基因型最多能有(27种)
- 杜甫的诗被称为什么
猜你喜欢