For the integral, state the number of the integration formula (from the inside back cover) and the values of the constants a and b so that the formula fits the integral

For the integral, state the number of the integration formula (from the inside back cover) and the values of the constants a and b so that the formula fits the integral. (Do not evaluate the integral.) 1 x2(4x – 3) 0x Use Formula X and let a = and b =
Basic Integration Formulas Substitution Formulas n + 1 1. (x" dx = n 77*++c (n+-1) 2. fx"dx = f? dx = s= In 1x! +C 3. [e* dx = ef+C 4. fe dx = kea+C 5. ( u du = ntqx+l+C (n + -1) 6. fu+du = du = du = In 141+C 7. [e" du = e*+C u Ju du = uv – Integration by Parts Formula A Short Table of Integrals Forms Involving ax + b: 9. dx = * - In |ax + b[ + c 1 ad - bc ax + b cx + d | + C J (ax + b) (cx + d) "* dx = + b + (ax + b) (cx + d)" ad - bcc 12. Splettoyår=*(+6" 2+b])+c | Vant to die = 2017. Vax +6+C Forms Involving Vax + b: Vax + b - VI ax+b+V6 | (b>0) J x Vaxtb a + x Forms Involving x2 – a and a? – x2: In In Jx? - az ax Forms Involving Vx2 + a²: 1 I VPa2 Forms Involving Vaux Sa dr = 2a en tall+C 16.02.2dx = za in a + x + c | * 1 &* dx = V1 + 8 = 1n [x+V# = d++C In [x+ V2 + d}| +C Vol 3* dx = Va? 8 – ain|a + Vý? =3| +0 20. Sava zadr = -n | e+ V&p=2|+C 21. (x*e* dx = {xen - ( -ben dx 22. [(in x) dx = x(In x)" – n [(In 1) * - 1 dx 23. x" In x dx = m * mx - ou + 1x*+C (n +-1) Forms Involving ear and In x: