Hasil dari ∫(4x5−1)2x6−3x dx\int\left(4x^5-1\right)\sqrt{2x^6-3x}\ dx∫(4x5−1)2x6−3x dx adalah ....
29(2x6−3x)2x6−3x+C\frac{2}{9}\left(2x^6-3x\right)\sqrt{2x^6-3x}+C92(2x6−3x)2x6−3x+C
20x4(2x6−3x)2x6−3x+C20x^4\left(2x^6-3x\right)\sqrt{2x^6-3x}+C20x4(2x6−3x)2x6−3x+C
2x(2x6−3x)2x6−3x+C2x\left(2x^6-3x\right)\sqrt{2x^6-3x}+C2x(2x6−3x)2x6−3x+C
19(2x6−3x)2x6−3x+C\frac{1}{9}\left(2x^6-3x\right)\sqrt{2x^6-3x}+C91(2x6−3x)2x6−3x+C
9(2x6−3x)2x6−3x+C9\left(2x^6-3x\right)\sqrt{2x^6-3x}+C9(2x6−3x)2x6−3x+C