Find the integral (∫) of the function 4x³ A) ∫ (4x³) dx = x⁴ + C B) ∫ (4x³) dx = 12x⁴ + C C) ∫ (4x³) dx = 0.75x⁴ + C D) ∫ (4x³) dx = 4x⁴ + C

Name: Find the integral (∫) of the function 4x 3 A) ∫ (4x 3 ) dx = x 4 + C B) ∫ (4x 3 ) dx = 12x 4 + C C) ∫ (4x 3 ) dx = 0.75x 4 + C D) ∫ (4x 3 ) dx = 4x 4 + C
Brand: Quizplus
Rating: 4.8 (43 reviews)

Question

Quizplus · Accepted Answer

The integral of $4x^{13}$ with respect to $x$ is $\frac{4}{14}x^{14} + C$, which simplifies to $x^{14} + C$.

Find the Integral (∫) of the Function 4x3

Find the Integral (∫) of the Function 4x³