∫sixcosx/1+sin^4x dx请你详解
来源:学生作业帮助网 编辑:作业帮 时间:2024/10/05 13:36:24
x){Ա8"9BP83/ΤB!O.x~ًmq(K/!<:
B͔
-TYJ$ 771) IUhAHK`6yv Oi
∫sixcosx/1+sin^4x dx请你详解
∫sixcosx/1+sin^4x dx
请你详解
∫sixcosx/1+sin^4x dx请你详解
∫sinxcosx/(1+sin^4x)dx
=∫sinx/(1+sin^4x)d(sinx)
=1/2*∫1/(1+(sin^2x)^2)d(sin^2x)
=1/2*arctan(sin^2x)+C
∫sixcosx/1+sin^4x dx请你详解
∫sinxcosx/(1+sin^4x)dx
∫1/sin^4x dx
∫sin(1/x)dx
求∫1/(sin^4x+cos^4x)dx,
∫[1/(sin^2(x)cos^4(x)]dx
求解∫1/(cos^4(x)sin^2(x))dx
∫ x sin(x+1) dx
∫sin(6x)sin(4x)dx
∫sin²x(1-sin²x)dx是多少?
∫sin^2x/(1+sin^2x )dx求解,
∫(tanx)^1/4 dx/sin^2x
求∫In[1/sin^4(x)]dx~不定积分啊~
∫cosx/(1+4sin^2x)dx
∫sin^4 (x) dx 求不定积分
∫ 4/sin^2x dx
∫(1-sin/x+cos)dx不定积分
∫(1-sin^3x)dx