There cannot be a greatest number.
For example, 5687480000 has 8 in the ten thousands place.
But so does 1000000000005687480000 and it is bigger.
And 2000000000005687480000 is bigger still.
-1000
998,949 If the tens place was any other number, it would either be smaller then 4 x 2 = 8, or it would equal more then 10 in the thousands place.
Oh, what a happy little question! The greatest 6-digit number where the digit in the thousands place is twice the digit in the tens place is 986,432. And the smallest 6-digit number following the same rule is 164,823. Isn't it wonderful how numbers can dance together in such a harmonious way?
5 is the number in the ten thousands place.
The number "5", or the fifth number from the right is in the ten thousands' place.
It is 87654.
17538629 what is the greatest number you can make with 7 in the ten thousands place?
999,799,949,899
599,999
-1000
In order to make the smallest possible number with a set of digits, you want the least valued number in the greatest valued place. For 5 digits, you would want the least digit, 0, in the ten thousands place. You would then want the second least digit, 3, in the thousands place, and so on. For the digits 0,3,5,7,9 the smallest possible number would therefore be 03,579 or 3,579.
The greatest six-digit number is formed by maximizing each digit while adhering to the condition that the thousands place is twice the digit in the tens place. Let the tens place be represented by ( x ); thus, the thousands place will be ( 2x ). The maximum digit for ( x ) that allows ( 2x ) to remain a single digit is 4 (since ( 2 \times 4 = 8 )). Therefore, the greatest six-digit number is 986,400, where the thousands place (8) is twice the tens place (4).
The greatest whole number is 89,999 The greatest real number is 89999.9 recurring (= 90,000)
It is 889,877,761,663,555
The greatest place value in 2307 is thousands.
nope!
998,949 If the tens place was any other number, it would either be smaller then 4 x 2 = 8, or it would equal more then 10 in the thousands place.