∫ 1/2cos(x/2)dx=?x>π/3
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∫1/2cos(x/2)dx=?x>π/3∫1/2cos(x/2)dx=?x>π/3∫1/2cos(x/2)dx=?x>π/3∫1/2cos(x/2)dx=∫cos(x/2)d(x/2)=sin(x/
∫ 1/2cos(x/2)dx=?x>π/3
∫ 1/2cos(x/2)dx=?x>π/3
∫ 1/2cos(x/2)dx=?x>π/3
∫ 1/2cos(x/2)dx
=∫cos(x/2)d(x/2)
=sin(x/2)+C
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微积分1/cos^2(x)dx=?微积分1/cos^2(x)dx=?
∫ 1/2cos(x/2)dx=?x>π/3
∫ 1/2cos(x/2)dx=?x>π/3
计算∫π/4~0 x/cos^2x dx
∫cos x / ( 1 + (sinx)^2 ) dx = ∫x^3 / ( 1 + x^4 ) dx = ∫(sec x)^3 * tan x dx = ∫x^2 * e^(-2x) dx = ∫x * cos 2x dx = ∫(cos 2x)^2 dx = ∫(13x - 6) / ( x (x-2)(x+3) )dx = ∫(x^2 + 2x - 2) / ((x-2)(x+1)) dx = 请把过程写出来哈.>< 旷
这个怎恶魔算∫cos x / ( 1 + (sinx)^2 ) dx = ∫x^3 / ( 1 + x^4 ) dx = ∫(sec x)^3 * tan x dx = ∫x^2 * e^(-2x) dx = ∫x * cos 2x dx = ∫(cos 2x)^2 dx = ∫(13x - 6) / ( x (x-2)(x+3) )dx = ∫(x^2 + 2x - 2) / ((x-2)(x+1)) dx =
∫(1+sin^2x)/(cos^2x)dx