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.
6.554 to the nearest tenths is 6.6
4.7
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.
6.554 to the nearest tenths is 6.6
4.7
it is 0.7
OK. Think about it. 0.3 is three tenths. 0.5 is five tenths. If you take a board and cut it into ten equal-sized pieces, you have tenths. So.... would three of those tenths be bigger or smaller than five of those tenths? Smaller.
3.6
To the right of the 0, at four tenths of the dostance between any two consecutive whole numbers.
If we are talking whole numbers, then 9 is between 8 and 10. But if you have a number line measure in tenths (decimals), then 9 is between 8.9 and 9.1. If the number line is in halves, then 9 coms in between 8 and a half and 9 and a half. There are lots of answers. It just depends on the scale of the number line.