Problem∫4x3 dx\int 4x^3 \, dx∫4x3dxStep-by-step solutionPull constant: 4∫x3dx4 \int x^3 dx4∫x3dx.Power rule: ∫x3dx=x44+C\int x^3 dx = \frac{x^4}{4} + C∫x3dx=4x4+C.Multiply: 4⋅x44=x44 \cdot \frac{x^4}{4} = x^44⋅4x4=x4.Answerx4+Cx^4 + Cx4+CWant to solve a different problem? Open the integral solver →Related worked examples/solve/calculus/integral-of-x3/solve/calculus/integral-of-3x2