Informatika Unindra
e u . 1 2 du = 1 2 e u . du = 1 2 e u = 1 2 e 2x +c . x e - x 2 dx . Misalkan : u = -x 2 . du = - 2x dx. dx = 1 2 du = x e u 1 2 x du= - 1 2 e u +c= 1 2 . e - x 2 +c . ... v du. u dv=uv- v du . Catatan: Integral yang . diberikan. harus. dipisahkan. menjadi. 2 . bagian. u, du, dx. dan. dv. Yang . … ................
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