Master converting repeating decimals to fractions using this comprehensive, multi-page practice worksheet! Features 24 carefully scaffolded problems ranging from basic single-digit repetitions to ...
Mastering the transition from recurring decimals to fractions using algebraic proofs can be a challenging hurdle for secondary mathematics students. This ready-to-print resource simplifies the process ...
These are decimal numbers, and dots above some of the digits make them recurring decimals. One dot means the digit under it repeats infinitely. In other words, it goes on forever (and ever and ever).
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