If two lines do not meet even when produced, they are called parallel lines.

Answer

To determine whether the statement "If two lines do not meet even when produced, they are called parallel lines" is true or false, we can follow these steps:

### Step-by-Step Solution:

1. **Understanding Lines**: Begin by defining what a line is. A line extends infinitely in both directions.

**Hint**: Remember that a line has no endpoints and goes on forever.

2. **Drawing Two Lines**: Draw two lines on a sheet of paper. Label them as Line L1 and Line L2.

**Hint**: Use a ruler to ensure your lines are straight.

3. **Producing the Lines**: Extend both lines in both directions. This means you will draw arrows at both ends of each line to indicate that they continue infinitely.

**Hint**: Make sure the arrows are clear to show that the lines are produced indefinitely.

4. **Checking for Intersection**: Observe whether the two lines intersect at any point. If they do not meet at any point, even when extended, they are parallel.

**Hint**: Look closely at the lines; if they never cross, they are parallel.

5. **Conclusion**: Based on your observation, if the two lines do not intersect regardless of how far you extend them, you can conclude that the statement is true.

**Hint**: Remember, parallel lines are defined by their inability to meet, no matter how far they are extended.

### Final Statement:
The statement "If two lines do not meet even when produced, they are called parallel lines" is **true**.