Skill: Divide a 4-digit number by a 1-digit number

To divide a 4-digit number by a 1-digit number, divide one place-value digit at a time, starting on the left. Write each answer digit above the matching place.

Example: Find $4{,}032 \div 4$.

1. Divide the thousands digit: $4 \div 4=1$. Write $1$ in the thousands place.
2. Bring down the hundreds digit, $0$. Since $0 \div 4=0$, write $0$ in the hundreds place.
3. Bring down the tens digit, $3$. Since $3$ is less than $4$, write $0$ in the tens place. This zero is important because there are no groups of $4$ in $3$.
4. Bring down the ones digit, $2$. Now you have $32$. Divide: $32 \div 4=8$. Write $8$ in the ones place.

So,

$$4{,}032 \div 4=1{,}008$$

You can check the answer:

$$4 \times 1{,}008=4{,}032$$

Therefore, the quotient is $\boxed{1{,}008}$. If there is a remainder, it must be less than the divisor.