Comparing Decimals To compare decimals, compare them place by place (tenths to tenths, hundredths to hundredths, etc.), starting from the biggest place. A place value chart can help. Example 1. Which is more, 0.04 or 0.016? • Check the ONES: Both 0.04 and 0.016 have zero ones. ...
Decimals are compared in the same way as we compare other whole numbers. The only point to be remembered is that we also need to consider the place values given after the decimal point. These place values start with tenths, followed by hundredths and thousandths, and so on. First, we com...
Let’s compare the decimal numbers 0.780.780.78 and 0.783.0.783.0.783. You will first place the decimal numbers into the place value chart, aligning the numbers by the decimal point. Start comparing with the largest (left-most) digit, the tenths place. Both numbers have the digit 777 in th...
Therefore, when decimals are compared start with tenths place and then hundredths place, etc. If one decimal has a higher number in the tenths place then it is larger than a decimal with fewer tenths. If the tenths are equal compare the hundredths, then the thousandths etc. until one decim...
Compare the tenths place. If they are different, then compare those numbers as you would for whole numbers. If they match, then move to the next digit. Compare the hundredths place. If they are different, then compare those digits as you would for whole numbers. If they match, then move...
Tens Ones Tenths Hundredths Thousandths 10,000ths 100,000ths53.66941 83.66941Let's compare these numbers digit by digit.Compare Next Digits New Numbers How to Compare Decimals Comparing decimals is a pretty straightforward concept. We will teach you how to do it here with ease....
Put decimal numbers in order I: up to hundredths DD.19 Compare positive and negative decimals: up to tenths DD.22 Compare decimals and fractions: up to hundredths EE.8 Compare decimal numbers up to thousandths EE.9 Put decimal numbers in order I: up to thousandths ...
tenths, hundredths, thousandths, with simplifying Decimals to Fractions (3 of 3) e.g. 3.75 = 3 3/4Similar to the above listing, the resources below are aligned to related standards in the Common Core For Mathematics that together support the following learning outcome:...
To compare decimal numbers to a whole number, start with the integer portion of the numbers. If one is larger then that one is the larger number. If they have the same value, compare tenths and then hundredths etc. If one decimal has a higher number in the tenths place then it is lar...
term and so on. Therefore, if we wish to move beyond one’s place which is the case ofdecimals, we will have to extend the place value table by introducing the places of tenths ($\frac{1}{10}$ ), hundredths ($\frac{1}{100}$ ), thousandths ( $\frac{1}{1000}$ ) and so ...