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Equivalent Decimals

This guide explains the rules for identifying equivalent decimals, highlighting important concepts. Specifically, equivalent decimals exist when numbers share the same place value. It's crucial to note that zeros are significant only when they shift a number into a new place value. For example, 1.3 is mathematically equivalent to 1.3000, while 1.3 does not equal 1.03. Recognizing these distinctions can help strengthen your understanding of decimal representation and its applications in mathematics.

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Equivalent Decimals

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  1. Equivalent Decimals

  2. Rules to Remember: • If the numbers are in the same place value, they are equivalent. • Zeros only matter if they are moving a number into a new place value • Examples: • 1.3 = 1.3000 • 1.3 does not equal 1.03

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