10 Integral (5x + 3) pangkat 4 dx

= 10 in (5x+3)⁴ dx
= 10 in (u)⁴ du/5
= (10/5) . in u⁴ du
= (2) (1/5) u^5 + c
= (2/5)(5x+3)^5 + c

[tex] = \frac{(2)(5x + 3) {}^{5} }{5} + c \\ [/tex]