Place Value Problem: Find Numbers Where Thousandth Digit = Units Digit - 4

Choose a number greater than 1029 whose thousandth digit is 4 less than its units digit.

To solve this problem, we will evaluate each choice to find the number where the thousandth digit is 4 less than its units digit, and the entire number is greater than 1029.

• Choice 1: $1037$

• Thousandth digit is 1, unit digit is 7. The difference is $7 - 1 = 6$, which does not satisfy the condition (needs to be 4).

• Choice 2: $408$

• This does not meet the requirement of being greater than 1029.

• Choice 3: $1025$

• Thousandth digit is 1, unit digit is 5. The difference is $5 - 1 = 4$, which meets the condition. However, $1025$ is not greater than $1029$.

• Choice 4: $1235$

• Thousandth digit is 1, unit digit is 5. The difference is $5 - 1 = 4$, and the number is greater than $1029$. This satisfies all conditions.

Therefore, among the given options, the correctly chosen number is $1235$.