Yes, $-2$ is greater than $-5$. Here's an explanation using a number line:

1. Visualize the Number Line: A number line typically has zero in the center, with positive numbers to the right and negative numbers to the left.

2. Position of $-5$ and $-2$:

   • $-5$ is positioned five units to the left of zero.
   • $-2$ is positioned two units to the left of zero.

3. Comparing the Positions:

   • On the number line, $-5$ is farther to the left than $-2$.
   • The farther left you go on the number line, the smaller the number.

Since $-2$ is to the right of $-5$, it is indeed greater. The key idea is that on a number line, moving to the right represents increasing values, even among negative numbers.

Would you like more details or have any questions?

Here are some related questions:

1. How do you determine the greater of two negative numbers without a number line?
2. What happens when you compare positive and negative numbers?
3. How does the distance from zero help in comparing negative numbers?
4. Can you compare fractions using a number line?
5. How do you locate decimals on a number line?

Tip: The further to the right a number is on the number line, the greater its value.