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Q: What are all of the 3-digit numbers if the hundreds digit is greater than 7 the tens is 1 more than the hundreds digit and the ones digit is less than 2?

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875

Ignore the digit in the ones position.If the digit in the tens position is 5 or greater, then raise the digit in the hundreds position. If not, then leave the digit in the hundreds position the same.Drop all digits that aren't in the hundreds position by making them 0's.The answer is: 500

It can be one of six numbers: 724, 643, 562, 427, 346, 265

452, 894. None other that I can think of

3

There is no way to know what the 3 digit winning combination is. You can try to use your favorite numbers or lucky numbers to win.

9218 9425

421 and 842

The digit after the hundreds digit is 9 which is greater than or equal to 5, so add 1 to the hundreds digit: 14494 → 14500 to the nearest hundred.

Yes, as that the hundredths place on the first digit is greater than the one on the second digit

There are 45 of them.

36

Look at the digit in tens place. If it is 5 or greater, round the digit in hundreds place to the next higher digit. If the digit in tens place is less than 5, leave the digit in hundreds place as it is. Change all the numbers to the right of the hundreds place to zeros. 261 rounded to the nearest hundred is 300.

The product of two digit numbers is always greater than either.

All whole, three-digit numbers from 450 through 549 (when rounding to the nearest hundreds).

Ten.

When the lower digit is greater than the upper one.

One thousand.

4082 Since the tens digit is 2 times the thousand digit, it must be an even digit. So it can be 8, 6, 4, or 2. But, the thousands digit is 4 greater than the hundred digit. So that the hundred digit must be 0, the thousands digit must be 4, the hundreds digit must be 8, and the ones digit must be 2.

There is: 101,111,121,131,141,151,161,171,181,191 202,212,222,etc... 999 There are 90 palindromic 3 digit numbers

-4

When rounding in the hundreds, you round when the tenths digit is greater than or equal to 5. In this case, 7 isgreater than 5, so you will round the ones digit up to the next- the answer is 400.(400)

411 =========================== Another response: This contributor says that there is no answer. The conditions cannot be satisfied, because the specifications are self-contradictory. A digit cannot be "one more than but not greater than ..." another digit. Note: The first answer, above the line, can't be a solution, because it violaes the condition that its "... hundreds digit and ones digit is the same ..." .

one

Nope. 2 or more digit odd numbers one digit are only 1,3,5,7, and 9, NOT 2,4,6,8,0 . the ten digits ans hundreds and up can have even numbers like 43, or 4423.