Use a table of integrals to find the indefinite integral. 1 dx (4 + x) (5+2x) Click the icon to view a brief table of integrals. dx =] A Brief Table of Integrals - X (4 + x) (5+2x) The variable of integration is u; all other symbols represent constants. The constant of integration is omitted for each integral, but must be included in any particular application of a formula. u -du = LI a a + bu b - In a + bul a+ bu bu ad - bc = np. + c+ du d In c + du 2 2 a + bu a duE 2a 1 2 In a + bu du = In ju + Vuz + a2 (a + bu) b (a + bu) b 1 1 u(a + bu) du = - In -du = In ju + u2 - a21 a + bu 2 2 - a c + du du = In ad - bc - du = - ctde au - Inc+deau| (a + bu)(c + du) a + bu ac 1 1 d C + du un + 1 n + 1 du = ad - bc a + bu In (a + bu) (c + du) (ad - bc)- a + bu u " Inudu = - In u - n +1 (n + 1)- Help me solve this