say your first decimal is 0.114 and the second 0.116
the first and second is 11/100 in both examples and appear the same; if you go to third (different) digit the first is 114/1000 and the second is 116/1000 so you can now see the difference
§ In comparing two whole numbers, the one with the most digits is always the greater number. § In decimals the number with the greatest number of digits is not always the greatest.
0.25 is larger than 0.125 because it has the larger digit in the tenths place. You can easily compare decimals with different numbers of digits by putting zeroes to the right of the decimal with less digits until they match. For example, 0.25 is the same as 0.250. It should be pretty obvious which is bigger between 0.250 and 0.125.
In comparing 0.5 and 0.12, we can consider their decimal representations. 0.5 is equivalent to 0.50, which is greater than 0.12. When comparing decimals, we look at the digits to the right of the decimal point. In this case, 0.50 is greater than 0.12 because 50 is greater than 12.
Standard algorithm is when you take two digits or decimals and you put the digit or decimal with the greater value on top and the digit or decimal with the least value on the bottom and you contrast the digits/decimals to see if it greater than, less than,or equal to.
Just compare the first digit after the decimal point. If those are equal, compare the second digit, etc., until you find two corresponding digits that are different.
You compare the integer parts first.
To compare two decimals, start by comparing the digits with the highest place-value. In this case, the first digit after the decimal point. Whichever is greater, belongs to the greater number. If these digits are equal (for example, when you compare 0.15 and 0.173), compare the second digit - and continue until you find a difference.
Line them up so that the decimal points are in the same column. Then check each set of digits from left to right: If the digits are different, then the number with the smaller digit is smaller. Otherwise look at the next digit.
Yes.
by using decimals
§ In comparing two whole numbers, the one with the most digits is always the greater number. § In decimals the number with the greatest number of digits is not always the greatest.
A decimal with a continuously repeating digits or group of digits
To compare decimals: look at the highest-order digit and compare. If it is the same, look at the next digit, and so forth. Thus, 23.5 is greater than 11.4 (because the tens digit is greater), 123.88 is greater than 25.82 (because the second number has no hundreds digit, so you can take it to be zero), 115.28 is greater than 113.99 (the first two digits are equal, so you compare the third digit). To compare fractions: use a calculator to convert to decimals, then compare. Alternately, you can convert to a common denominator, then compare the numerators.
Decimals include a fractional part, represented by digits to the right of the decimal point, while whole numbers only have a whole part, represented by digits to the left of the decimal point. Whole numbers can be positive or negative, while decimals can also be fractions or mixed numbers. Additionally, whole numbers are used to count while decimals are used for measurement and precision.
There are between 12 and 15 digits in trillions. If you include decimals, it is unlimited.
You can compare two fractions by converting them to a common denominator - but if you need to compare several fractions, it would be easier to write each fraction as a decimal, with several digits after the decimal point, then compare the decimals. Oh Yeah And When I Have A Question No One Effen Answeres It!
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