Question

exercises 1.2 the definite integral
score: 130/170 answered: 13/17
question 14
textbook videos +
evaluate \\(\int_{4}^{4} \frac{\cos (x) \ln \left(1 + x^{2}\
ight) + x^{4}}{1 + e^{1.8x - 63.5}} dx\\).
answer =

Explanation:

Step1: Recognize symmetric integral bounds

The integral has bounds from $4$ to $4$, so $\int_{4}^{4} f(x) dx = 0$ for any integrable function $f(x)$.

Answer:

$0$