Evaluate the following indefinite integral. $$ 5 \mathrm{dx} $$ $$ \int 5 \mathrm{dx}=\square $$

Question

UpStudy AI · Accepted Answer

1. Rewrite the integral:
   $$
   \int 5 \, dx
   $$

2. Factor out the constant:
   $$
   5 \int dx
   $$

3. Integrate the remaining expression:
   $$
   \int dx = x
   $$

4. Multiply the result by the constant:
   $$
   5x
   $$

5. Don’t forget to include the constant of integration $$ C $$.

Final answer:
$$
\int 5 \, dx = 5x + C
$$
The integral of 5 with respect to x is 5x plus a constant of integration, so: $$ \int 5 \, dx = 5x + C $$

Evaluate the following indefinite integral.