求∫(0→π)√sinx-sin^3 x dx
来源:学生作业帮助网 编辑:六六作业网 时间:2024/12/19 23:22:37
求∫(0→π)√sinx-sin^3xdx求∫(0→π)√sinx-sin^3xdx求∫(0→π)√sinx-sin^3xdx原式=∫(0→π)√(sinx-sin³x)dx=∫(0→π)√
求∫(0→π)√sinx-sin^3 x dx
求∫(0→π)√sinx-sin^3 x dx
求∫(0→π)√sinx-sin^3 x dx
原式=∫(0→π)√(sinx-sin³x) dx
=∫(0→π)√[sinx(1-sin²x)] dx
=∫(0→π)√[sinxcos²x] dx
=∫(0→π)cosx√sinx dx
=∫(0→π)√sinx dsinx
=3sinx√sinx/2(0→π)
=0
求∫(0→π)√sinx-sin^3 x dx
求极限 ((sin(x^3+x^2-x)+sin x) /x x→0 已知lim sinx/x=1
sinx>sin(2π/3-x)(0
∫(0,π/2)sinx/(3+sin^2x)dx求定积分
limx→+0+ (tan9x)^3/2*sin√x/sinx^2 利用等价无穷小求极限
求极限(x趋向于0时)lim[sinx-sin(sinx)]/(sinx)^3
求X解集:sinx=2sin(π/3-x)
求极限lim(x-->0) (tanX-sinX)/[(sin^3)X]
limx→0[sinx-sin(sinx)]sinx/x^4
求y=sin(x-π/3)sinx最大值
3/5=sin(x+π/4) 求sinx
求 (tanx-sinx)/(sin^3 x) 当x→0时的极限
极限limx趋近于0 (sin(sinx)-sinx)/x^3怎么求?
已知2sin平方x-3sinxcosx+cos平方=0 求(cosx-sinx)/(cosx+sinx)
lim(1+sinx-sin(sinx))^x^-3 x趋于0
求定积分(0到π/2)sin^3x/(sinx+cosx)dx=?
求极限lim[sin(x^3)/x(x-ln(1+sinx))] x趋于0lim[sin(x^3)/x(x-ln(1+sinx))] x趋于0
已知函数f(x)=2√3sin(x/2)cos(x/2)-(cos²x/2-sin²x/2)⑴求函数f(x)的单调递增区间;⑵若f(x)=0,求(sinx+cos(π+x)/(sinx+sin(π/2-x)的值