Question

Arrange the following in ascending order:

$2.102,2.11,1.67,1.76,0.321$

Answer 1

Given decimal numbers: $2.102,2.11,1.67,1.76,0.321$

Now if we compare integral parts we get,

$2.102,2.11>1.67,1.76>0.321$

Compare tenths

So, $2.102,2.11>1.76>1.67>0.321$

Here,$2.102$ and $2.11$ have same tenths, so compare hundredths

So, $0<1$ i.e., $2.11>2.102$

We know ascending order means from smallest to largest

Hence, the ascending order is $0.321<1.67<1.76<2.102<2.11$.