write the nmber that has
6 in the ones place,
a digit in the hundred-thousands place the is half the digit in the ones,the smallest odd digit in the thousands place,
4 in the tenths place
1 in all other places -,---,---.--?
*half of 6 is 3 (hundred thousands place)
*smallest odd digit is 1 (thousands place)
how many digits? is it up to million? if yes, it's:
1 , 3 1 1 , 1 1 6 . 4 1
5,608 to the nearest ten
38.17 to the nearest tenth
827.42 to the nearest tenth
826.07 to the nearest whole number
thank you !!this work will help me with my test next week.
rounding off?
to do this, first you have to know the places of each digit, for instance:
5,608
5 is thousands place
6 is hundreds place
0 is tens place, and
8 is ones place
since in the question, round to nearest ten (which is 0), you look at the digit at the right (that is the ones place),, then check:
if number at the right (ones place) is greater than or equal to 5, then the number in the tens place will be added by 1:
5,608
*8 is greater than or equal to 5, thus it's:
5610
however if number at the right is less than 5, then the number will not change.
now, try the other questions, and let me see your work. :)
To find the number that satisfies the given conditions, we need to determine each digit's value based on the given information.
1. The "6" is in the ones place:
Since "6" is the digit in the ones place, we can put it directly in the ones place: _, _, _, _._6.
2. A digit in the hundred-thousands place that is half the digit in the ones place:
The digit in the ones place is "6", and we need to find a digit half that value. Since half of 6 is 3, we put "3" in the hundred-thousands place: _, _, _, 3._6.
3. The smallest odd digit in the thousands place:
The smallest odd digit is "1", so we place it in the thousands place: _, _, 1, 3._6.
4. "4" in the tenths place:
We put "4" directly in the tenths place: _, _, 1, 3.4_6.
5. "1" in all other places (hundred-thousands, ten-thousands, and hundreds):
We put "1" in the remaining places: 1, 1, 1, 3.4_6.
Therefore, the number that satisfies the given conditions is 111,313.46.