The correct answer is 4x^3 + 4x + C.
4 x 2 + 3 + 8 x2 + 1 dx
=4x^2/3 +3x +8x^3/3+x+c
=4x^3+4x+c.
What are indefinite integrals and examples?
The indefinite integral is expressed without the upper and lower bounds of the integrand. The notation ∫f (x) is used to represent a function as an indefinite integral of F. Therefore, ∫f (x) dx = F'(x). For example, the integral ∫x3dx = 14x4 + C, as we saw in the same example related to indefinite integrals.
The indefinite integral of function f (x) (sometimes called indefinite integral). It is shown as a function whose derivative is f (x). The indefinite integral is not unique because the derivative of the constant is zero. The process of finding an indefinite integral is called an integral.
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