[PDF] Notes: Compare Decimals Using Place Values - AWS




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[PDF] Comparing Decimals up to Thousandths - MathinEnglish

Compare the folowing decimals by using >, < or = 1 021 1 102 1 657 1 567 0 991 0 99 0 120 0 12 2 500 2 5 1 908 1 9 1 11 1 120 0 085 0 84

[PDF] Comparing Decimals

Compare the decimals using place value 0 9 is equivalent to 9 tenths 0 79 is equivalent to 7 tenths, 9 hundredths 9 tenths is greater than 7 tenths, 

[PDF] Up to Ten Thousandths - Comparing Decimals - Tutoring Hour

Compare each pair of decimals using the symbols >, < or = Page 2 37 68 25 5853 39 8907 12 91 23 4538 6 7325 43 5 35 1262 37 392 25 59 39 8907

[PDF] Notes: Compare Decimals Using Place Values - AWS

Notes: Compare Decimals Using Place Values It is sometimes tricky to determine which decimal is the larger of two decimals Upon first

[PDF] 5NBTA3b Compare two decimals to the thousandths place ba

26 mai 2020 · Compare two decimals to the thousandths place based on meanings of the digits in each place, using less than () or equals 

[PDF] Comparing Decimals - Mestre a casa

To compare decimals, write the decimal numbers with the same number of decimal places and decide Write the list adding zeros to hundred thousandths

[PDF] Comparing Decimal Numbers - LearnAlbertaca

Compare 0 5 and 0 30 Ignore the decimal point and the zero to the left of the decimal point Which number has the greater value, 30 or 50? 50 is greater

[PDF] Success Criteria Aim

When ordering decimal numbers, we use the same technique of comparing the place value of the digits in each number Razia puts these decimal numbers in order 

[PDF] Comparing Decimals - Virginia Department of Education

Comparing decimals and ordering up to four decimal numbers expressed through thousandths Primary SOL: 4 3 The student will c) compare and order decimals

[PDF] Notes: Compare Decimals Using Place Values - AWS 57943_6b9ec4f1f60f7eb4f5373c7dbd292b7365121e2d43f588ba3cccf521dad4e5f50.pdf

Notes: Compare Decimals Using Place Values It is sometimes tricky to determine which decimal is the larger of two decimals. Upon first glance, it appears that 0.304 is larger than 0.62, because 304 is larger than 62. However, this is not the case. In order to determine which decimal is larger, we must compare the two place-by-place, starting from the tenths place, until the decimals differ. 0.304 has a "3" in the tenths place, and 0.62 has a "6" in the tenths place. Since 6 is greater than 3, 0.62 is greater than 0.304--it is not necessary to look to further decimal places. Example 2. Compare 0.4531 and 0.4507. Which is greater? 0.4531 and 0.4507 both have a "4" in the tenths place. 0.4531 and 0.4507 both have a "5" in the hundredths place. 0.4531 has a "3" in the thousandths place and 0.4507 has a "0" in the thousandths place. 3 is greater than 0, so 0.4531 is greater than 0.4507. Example . Compare 76.7 and 400.05. Which is greater? Since these numbers have digits to the left of the decimal place (they are greater than 1), we can just compare these digits. 400 is greater than 76, so 400.05 is greater than 76.7. In other words, 400.05 has a "4" in the hundreds place, and 76.7 has a "0" in the hundreds place (since it has no numeral in the hundreds place), making 400.05 greater than 76.7. Example 4. Compare 45.91 and 45.618. Which is greater? 45.91 and 45.618 have the same numerals to the left of their decimal places (a "4" in the tens place and a "5" in the ones place). Therefore, we must look at their decimals, starting with the tenths place. Since 9 is greater than 6, 45.91 is greater than 45.618. 1 SparkNotes Editors. "SparkNote on Decimals." SparkNotes LLC. n.d.. http://www.sparknotes.com/math/prealgebra/decimals/ (accessed June 20, 2013).


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