Yes, $-2$ is greater than $-5$. Let's understand this using a number line.

Explanation Using a Number Line:

A number line is a straight horizontal line with numbers placed at equal intervals along its length. The numbers increase as you move to the right and decrease as you move to the left.

Here's a simplified number line to illustrate the concept:

$\ldots \, -6 \, \, -5 \, \, -4 \, \, -3 \, \, -2 \, \, -1 \, \, 0 \, \, 1 \, \, 2 \, \, 3 \, \, 4 \, \, 5 \, \ldots$

Key Points:

• Left to Right: As you move to the right on the number line, the numbers become larger.
• Comparison: $-2$ is to the right of $-5$ on the number line.

Since $-2$ is located to the right of $-5$, it is greater than $-5$.

Why is $-2$ Greater than $-5$?

• In negative numbers, the closer a number is to zero, the greater it is.
• Therefore, since $-2$ is closer to zero than $-5$, $-2$ is greater than $-5$.

Would you like more details or have any questions?

Related Questions:

1. How can you compare two negative numbers quickly?
2. What is the significance of zero on a number line?
3. How do you add and subtract using a number line?
4. What is the relationship between positive and negative numbers?
5. How do you multiply and divide negative numbers?

Tip:

When comparing negative numbers, remember that the number with the smaller absolute value (closer to zero) is the greater number.