## Multiplying Integers: (8)(-11)

This article explores the multiplication of integers, specifically the expression **(8)(-11)**. We will delve into the concept of multiplying positive and negative numbers, and then apply it to solve the given problem.

### Understanding Multiplication of Integers

When multiplying integers, the sign of the product is determined by the following rules:

**Positive x Positive = Positive****Negative x Negative = Positive****Positive x Negative = Negative****Negative x Positive = Negative**

### Solving (8)(-11)

In our case, we have a **positive number (8)** multiplied by a **negative number (-11)**. According to the rules above, this will result in a **negative product**.

To find the absolute value of the product, we multiply the absolute values of the numbers:

8 x 11 = 88

Since we established that the product is negative, the final answer is **-88**.

### Conclusion

Therefore, **(8)(-11) = -88**. This example demonstrates the importance of understanding the rules for multiplying positive and negative integers.