∫[tan(3x+1)/cos^2(3x+1)]dx如何计算,

来源:学生作业帮助网 编辑:六六作业网 时间:2024/12/26 04:31:30
∫[tan(3x+1)/cos^2(3x+1)]dx如何计算,∫[tan(3x+1)/cos^2(3x+1)]dx如何计算,∫[tan(3x+1)/cos^2(3x+1)]dx如何计算,∫[tan(3

∫[tan(3x+1)/cos^2(3x+1)]dx如何计算,
∫[tan(3x+1)/cos^2(3x+1)]dx如何计算,

∫[tan(3x+1)/cos^2(3x+1)]dx如何计算,
∫[tan(3x+1)/cos^2(3x+1)]dx
=∫tan(3x+1)sec^2(3x+1)dx
=∫tan(3x+1)dtan(3x+1)
=(1/2)tan^2(3x+1)+c.