Sifat-sifat integral tak tentu :
ʃ a dx = ax (a = konstanta/bilangan)
ʃ k f(x) dx = k ʃ f(x) dx (k = konstanta)
ʃ f(x) ± g(x) dx = ʃ f(x)dx + ʃ g(x) dx
Contoh 1:
tentukanlah hasil dari:
ʃ(3x2+4x-1)dx
Penyelesaian:
| ʃ(3x2+4x-1)dx | = | ʃ3x2dx +ʃ 4x dx -ʃ1dxdx |
| = |  | |
| = |  |
Contoh 2:
tentukanlah hasil dari:
ʃ(2x3+5x+4)dx
Penyelesaian:
| ʃ(2x3+5x+4)dx | = | ʃ2x3dx +ʃ 5x dx +ʃ4dx |
| = |  | |
| = |  |
Latihan Soal:
Tentukan hasil dari:
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