Digit Comparison Challenge: Hundreds Less Than Units Position

Choose a number whose hundreds digit is less than its units digit.

To solve this problem, we need to follow these steps:

• Step 1: List out the given choices.
• Step 2: Examine each number's hundreds and units digits.
• Step 3: Determine which number has a hundreds digit less than its units digit.

Let’s perform the analysis:

Step 1: Examine each choice.

• Choice 1: $241$ – Hundreds digit: $2$, Units digit: $1$
• Choice 2: $637$ – Hundreds digit: $6$, Units digit: $7$
• Choice 3: $895$ – Hundreds digit: $8$, Units digit: $5$
• Choice 4: $909$ – Hundreds digit: $9$, Units digit: $9$

Step 2: Compare hundreds and units digits.

• For $241$, $2 \not< 1$
• For $637$, $6 < 7$
• For $895$, $8 \not< 5$
• For $909$, $9 \not< 9$

Step 3: From our analysis, the correct answer is $637$ as its hundreds digit $6$ is less than its units digit $7$.

Therefore, the solution to the problem is $637$.