2003
The first digit cannot be zero because then the number would be less than 1459. Similarly the first digit cannot be greater than 2 because then the number would be more than 2569. Therefore, the first digit must be 2.
Then, so far, we have 20__.
We see now that any number in this range is greater than 1459 and less than 2569. So a complete answer would be 2000, 2001, 2002, ..., 2099.
3
A Hundred's digit is a place in a number such as.... 1,234; The 2 is a hundreds digit becasue if any further digit places dispear it would be; 234 2: Hundreds 3. Tens 4: Ones EX: 65,342; The 3 is the hundred's digit
3 is in the hundreds place
987 in expanded notation as an addition expression would be 900 + 80 + 7. This is because each digit is represented by its place value, with the hundreds digit in the hundreds place, the tens digit in the tens place, and the ones digit in the ones place. Adding these together gives us 987.
This would have been easier if you showed us the underlined digit but there is a 5 in the thousands place, a 2 in the hundreds place, an 8 in the tens place and a zero in the ones place, representing (respectively) five thousand, two hundred eighty.
The digit in the hundreds place in the number 2378.91 is the digit 3.
The digit in the hundreds place of the number 365 is 3. In this number, the hundreds place is the third digit from the right. Therefore, 3 represents the hundreds place.
The digit in the hundreds place in the number 463 is the digit 4.
In the number 6397, the digit in the hundreds place is 9. This is because the hundreds place is the third digit from the right in a four-digit number. In 6397, the hundreds place is occupied by the digit 9.
The digit of 0 represents the hundreds place
It is the digit of 0 that represents the hundreds place value.
The value of the digit in the hundreds place of the number 3,288 is 2. In this number, the hundreds place is the third digit from the right, which is 2. Therefore, the value is 200.
415
The third digit to the left of the decimal point is the hundreds place.
A zero
hundreds
There are 3 hundreds in 385. To determine this, you look at the hundreds place, which is the digit 3 in 385. This digit represents the number of hundreds in the given number.