-- Look at the digit that is underlined. Stare at it. Fix it in your mind's eye.
Be sure you know clearly which digit it is, and don't forget it.
-- Now look at the digit to the right of it. Is that one a ' 5 ' or more ?
. . . . . If the digit is a ' 5 ' or more, then increase the underlined digit by ' 1 '.
. . . . . If the digit is less than a ' 5 ', then do nothing, and go on to the next step.
-- Now, change all digits to the right of the underlined one to ' zero '.
-- The assignment is complete.
482 rounded to the tens place value position is 480
To round a number to a certain place value, you look at the digit immediately to the right of that place value. If it is 5 or greater, you round up; if it is less than 5, you round down. For example, to round 3.785 to the nearest hundredth, you would look at the digit in the thousandths place (8), which is 5 or greater, so you round up to 3.79.
It is 1000.
Write the value of the underlined digit in short word form 456,120,781 if the underlined number is 5?
100
-- If the digit to the right of the underlined one is 4 or less, then discard everything to the right of the underlined one. -- If the digit to the right of the underlined one is 5 or more, then add ' 1 ' to the underlined digit, and discard everything to the right of it.
362 wer is the nearet tens
To round the number 9,333,625, we first need to identify the underlined place value. If we assume you meant to round to the nearest thousand, we look at the digit in the hundreds place (which is 6). Since 6 is 5 or greater, we round up, making the rounded number 9,334,000. If you meant a different place value, please specify, and I can adjust the answer accordingly.
"Write the place and the value of the underlined digit" is a math instruction that requires identifying the position of a specific digit within a number and determining its value based on that position. The "place" refers to the position of the digit within the number, such as ones, tens, hundreds, etc. The "value" is the numerical worth of that digit based on its place within the number. This task helps students understand the concept of place value and how digits contribute to the overall value of a number.
In the number 567, the underlined digit refers to a specific place value within the number. For example, if the digit '6' is underlined, it represents the tens place, meaning it has a value of 60. If '5' is underlined, it represents the hundreds place, or 500, and if '7' is underlined, it represents the units or ones place, which has a value of 7. Identifying the place of an underlined digit helps in understanding its contribution to the overall value of the number.
The place Value of 0.08912
It's 60,000
If the 5 in the number 567 is underlined, it typically indicates that the digit is significant in some context, such as in place value or emphasis. In this case, the underlined 5 represents 500, as it is in the hundreds place. Therefore, the value of 567 with the underlined 5 is 500.
The place value of 1 is one tenth.
hundredths
240
its in the ten-thousandth place