6. The $$ \int_{0}^{10^{-4}} d x $$ accurs ingenotic mutation study. Eraluate this integral

Question

UpStudy AI · Accepted Answer

The integral you provided is:

$$
\int_{0}^{10^{-4}} dx
$$

This integral represents the area under the curve of the function $$ f(x) = 1 $$ from $$ x = 0 $$ to $$ x = 10^{-4} $$.

To evaluate this integral, we can simply calculate the difference between the upper and lower limits of integration:

$$
\int_{0}^{10^{-4}} dx = x \bigg|_{0}^{10^{-4}} = 10^{-4} - 0 = 10^{-4}
$$

Thus, the value of the integral is:

$$
\int_{0}^{10^{-4}} dx = 10^{-4}
$$
The value of the integral is $$ 10^{-4} $$.

6. The \( \int_{0}^{10^{-4}} d x \) accurs ingenotic mutation study. Eraluate this integral