求满足下列式中a和b的最小正值:sinA/sinB=√2,且tanA/tanB=√3'a和b是大写

来源:学生作业帮助网 编辑:作业帮 时间:2024/11/20 07:18:20
求满足下列式中a和b的最小正值:sinA/sinB=√2,且tanA/tanB=√3'a和b是大写
xJ@_L&qF?!f6 "ō(**H'+ܸ| mGlzjͦnاQ9b^3[J-Ϧ9Jj[{˫G{`OQOv?i]ea쉭n6 qDNl8ɓܨ}G&]ppMa mPAf:E( 4ڣD* wt N f#|B`I5T"g;PX|`!,Қ3O(FZk_Qb0t)ӿdڋ}

求满足下列式中a和b的最小正值:sinA/sinB=√2,且tanA/tanB=√3'a和b是大写
求满足下列式中a和b的最小正值:sinA/sinB=√2,且tanA/tanB=√3'
a和b是大写

求满足下列式中a和b的最小正值:sinA/sinB=√2,且tanA/tanB=√3'a和b是大写