Long division of 329 by 4

We are given the division problem:

$$
4 \div 329
$$

But wait — the notation shown is:

$$
4 \overline{)329}
$$

This means 329 divided by 4, not 4 divided by 329. So we need to compute:

$$
329 \div 4
$$

Let’s solve this step by step using long division.

---

Step 1: Divide 329 by 4

We start with the leftmost digits of 329.

#### Step 1.1: Divide 3 by 4
- 4 does not go into 3.
- So we take the first two digits: 32

#### Step 1.2: Divide 32 by 4
- 4 × 8 = 32
- So, 8 goes above the 2 in 329
- Write 8 on top
- Subtract: 32 - 32 = 0

Now bring down the next digit: 9

So now we have 09 → just 9

#### Step 1.3: Divide 9 by 4
- 4 × 2 = 8
- 4 × 3 = 12 (too big)
- So, 2 goes above the 9
- Write 2 on top
- Subtract: 9 - 8 = 1

---

Final Result:

- Quotient: 82
- Remainder: 1

So,

$$
329 \div 4 = 82 \text{ R } 1
$$

Or as a decimal:

$$
82 + \frac{1}{4} = 82.25
$$

---

✔ Answer:

$$
\boxed{82 \text{ R } 1} \quad \text{or} \quad \boxed{82.25}
$$

Let me know if you want it as a mixed number or decimal!