The decimal numbers in ascending order are 2.56 2.66 8.02 ġ3. This is also same, check the hundredths places that is also same then move to the next decimal place. 2. Which is smaller, 19.023 or 19.027? Solution: For each of these decimals the integral part is the same. For example: 1. Which is greater, 12.0193 or 102.01? Solution: First check the integer part 12 and 102 12 is < 102 102.01 is greater. In this way we first check the integral part and then move to the decimal places one by one. (i) 1.4 16.1 Step III: When the tenth place is same compare the hundredths place. Hundredths 121 Step II: When the integral part is same then compare the tenths place For example: Same, the decimal number with the greater digit in the thousandths place is If the digits in the tenths and the hundredths place are The decimal number with the greater digit in If the digits in the tenths place are equal, compare theĭigits in the hundredths place. The decimal number with the greater digit in the tenths place is If the whole parts are equal, first convert the givenĭecimals into like decimals and then compare. The decimal number with the greater whole part is greater.
We know that a decimal number has whole part and a decimal We follow the same pattern while comparing the decimals. If they also equal then we compare the next digit and so on. While comparing natural numbers we first compare total number of digits in both the numbers and if they are equal then we compare the digit at the extreme left. We will discuss here about the comparison of decimal fractions.
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