## Expanding (x+7)(x+6)

This expression represents the product of two binomials. To find the answer, we can use the **FOIL** method, which stands for **First, Outer, Inner, Last**.

Here's how it works:

**1. First:** Multiply the **first** terms of each binomial:
x * x = **x²**

**2. Outer:** Multiply the **outer** terms of the binomials:
x * 6 = **6x**

**3. Inner:** Multiply the **inner** terms of the binomials:
7 * x = **7x**

**4. Last:** Multiply the **last** terms of each binomial:
7 * 6 = **42**

Now, we add all the results together:

x² + 6x + 7x + 42

Combining like terms, we get:

**x² + 13x + 42**

Therefore, the expanded form of (x+7)(x+6) is **x² + 13x + 42**.