Three tenths would go be side the number three
Three tenths of the way from 2 towards 3.
Mark off your number line in tenths. That's 2.2 and 3.1
On a number line, 0.625 would be located between 0.6 and 0.7. To be more precise, you would divide the space between 0.6 and 0.7 into tenths (0.01 increments) and place 0.625 six tenths of the way between 0.6 and 0.7. This would be closer to 0.6 than to 0.7.
The smallest decimal to the tenths place that is to the right of 3.52 on a number line is 3.6. This is because the next number after 3.52, rounded to the tenths place, is 3.6. Any smaller decimal would either be 3.5 or 3.52 itself, which are not to the right of 3.52.
6.554 to the nearest tenths is 6.6
Three tenths of the way from 2 towards 3.
You write the number 3 over the number 10, and a horizontal line in between.
Mark off your number line in tenths. That's 2.2 and 3.1
On a number line, 0.625 would be located between 0.6 and 0.7. To be more precise, you would divide the space between 0.6 and 0.7 into tenths (0.01 increments) and place 0.625 six tenths of the way between 0.6 and 0.7. This would be closer to 0.6 than to 0.7.
Create a number line from zero to one where the gradations are in tenths.
The smallest decimal to the tenths place that is to the right of 3.52 on a number line is 3.6. This is because the next number after 3.52, rounded to the tenths place, is 3.6. Any smaller decimal would either be 3.5 or 3.52 itself, which are not to the right of 3.52.
6.554 to the nearest tenths is 6.6
4.7
it is 0.7
3.6
To the right of the 0, at four tenths of the dostance between any two consecutive whole numbers.
To place 8.375 on a number line, first identify the whole numbers between which it lies, which are 8 and 9. Divide the segment between these two whole numbers into ten equal parts, representing the tenths. Count three-tenths from 8 (0.1, 0.2, 0.3) and then add an additional 7/100 (which is 0.07) to reach 8.375. Mark this point slightly after the third division between 8.3 and 8.4 on the number line.