(1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4) (1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4)

来源:学生作业帮助网 编辑:作业帮 时间:2024/05/01 10:55:18
(1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4) (1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4)

(1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4) (1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4)
(1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4)
(1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4)

(1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4) (1-sin(a)^6-cos(a)^6)/(1-sin(a)^4-cos(a)^4)
设x=(sin@)平方,则(cos@)平方=1-x.
原式=[1-x立方-(1-x)立方] / [1-x平方-(1-x)平方]
=(3x-3x平方)/(2x-2x平方)
=3/2 .