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Conversion of a Decimal Number in a Repeated Sequence into a Fraction Primary Mathematics, US Edition, Intensive Practice 5B, p. 14. Determine the fraction for a number: 0.137137137137137137137…

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Conversion of a Decimal Number in a Repeated Sequence into a Fraction Let the fraction, F, be defined as F = 0.137137137137137137137… 1000 F = 137.137137137137137… F = 0.137137137137137…

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Conversion of a Decimal Number in a Repeated Sequence into a Fraction Let the fraction, F, be defined as F = 0.137137137137137137137… 1000 F = 137.137137137137137… – F = 0.137137137137137… 999 F = 137.000000000000000…

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Conversion of a Decimal Number in a Repeated Sequence into a Fraction F = 0.137137137137137137137… 999 F = 137.000000000000000…

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Conversion of a Decimal Number in a Repeated Sequence into a Fraction F = 0.137137137137137137137… 999 F = 137 F = 137 999

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Vocabulary: Rational number: ANY number that can be written as a FRACTION Every rational number can be written as either a terminating decimal or repeating.

Vocabulary: Rational number: ANY number that can be written as a FRACTION Every rational number can be written as either a terminating decimal or repeating.

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