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How do you decide which decimal represents the greater number? - Answers

If they have whole numbers before the decimal point, it's easy. The one with the greaterwhole number before the decimal point is the greater number.If neither one has a whole number before the decimal point, then look for the first placeafter the decimal points where their digits are different.If one has more digits than the other, then zeros can be added to the right of the rightmost digit, without changing the value. The number with the greater digit in that place is the greater number.Example: compare .09 and .15 : The first digit that is different is 0 and 1. 1 > 0 so .15 is greater.How about .2 and .23 ? The first digit is 2 in both, .2 doesn't have any more digits, so make it .20, then compare 0 and 3, so .23 is greater.



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How do you decide which decimal represents the greater number? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_decide_which_decimal_represents_the_greater_number

If they have whole numbers before the decimal point, it's easy. The one with the greaterwhole number before the decimal point is the greater number.If neither one has a whole number before the decimal point, then look for the first placeafter the decimal points where their digits are different.If one has more digits than the other, then zeros can be added to the right of the rightmost digit, without changing the value. The number with the greater digit in that place is the greater number.Example: compare .09 and .15 : The first digit that is different is 0 and 1. 1 > 0 so .15 is greater.How about .2 and .23 ? The first digit is 2 in both, .2 doesn't have any more digits, so make it .20, then compare 0 and 3, so .23 is greater.



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https://math.answers.com/math-and-arithmetic/How_do_you_decide_which_decimal_represents_the_greater_number

How do you decide which decimal represents the greater number? - Answers

If they have whole numbers before the decimal point, it's easy. The one with the greaterwhole number before the decimal point is the greater number.If neither one has a whole number before the decimal point, then look for the first placeafter the decimal points where their digits are different.If one has more digits than the other, then zeros can be added to the right of the rightmost digit, without changing the value. The number with the greater digit in that place is the greater number.Example: compare .09 and .15 : The first digit that is different is 0 and 1. 1 > 0 so .15 is greater.How about .2 and .23 ? The first digit is 2 in both, .2 doesn't have any more digits, so make it .20, then compare 0 and 3, so .23 is greater.

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      If they have whole numbers before the decimal point, it's easy. The one with the greaterwhole number before the decimal point is the greater number.If neither one has a whole number before the decimal point, then look for the first placeafter the decimal points where their digits are different.If one has more digits than the other, then zeros can be added to the right of the rightmost digit, without changing the value. The number with the greater digit in that place is the greater number.Example: compare .09 and .15 : The first digit that is different is 0 and 1. 1 > 0 so .15 is greater.How about .2 and .23 ? The first digit is 2 in both, .2 doesn't have any more digits, so make it .20, then compare 0 and 3, so .23 is greater.

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