# Convert the pure repeating (recurring) decimal number 13.7. Turn it into a reduced (simplified) improper fraction, into a mixed number and write it as a percentage. Calculate other equivalent fractions to the decimal number, by expanding

## The latest integers, terminating and repeating (recurring) decimal numbers converted to fractions and turned into percentages

 13.7 = ? Apr 23 10:15 UTC (GMT) 2.275348 = ? Apr 23 10:14 UTC (GMT) 2.06 = ? Apr 23 10:14 UTC (GMT) 5.737666 = ? Apr 23 10:14 UTC (GMT) 8.65 = ? Apr 23 10:14 UTC (GMT) 4.25 = ? Apr 23 10:13 UTC (GMT) 0.0625 = ? Apr 23 10:13 UTC (GMT) 36 = ? Apr 23 10:12 UTC (GMT) 1.278 = ? Apr 23 10:12 UTC (GMT) 9.28 = ? Apr 23 10:12 UTC (GMT) 2.12 = ? Apr 23 10:12 UTC (GMT) 0.24 = ? Apr 23 10:11 UTC (GMT) 35 = ? Apr 23 10:11 UTC (GMT) All the integers, terminating and repeating (recurring) decimal numbers converted to fractions, mixed numbers and turned into percentages

## Learn how to turn a decimal number into a fraction and a percentage. Steps.

### 1. How to write the number as a percentage:

• Multiply the number by 100. Then add the percent sign, %.

### 2. How to write the number as a fraction:

• Write down the number divided by 1, as a fraction.
• Turn the top number into a whole number: multiply both the top and the bottom by the same number.
• Reduce (simplify) the above fraction to the lowest terms, to its simplest equivalent form, irreducible. To reduce a fraction divide the numerator and the denominator by their greatest (highest) common factor (divisor), GCF.
• If the fraction is an improper one, rewrite it as a mixed number (mixed fraction).
• Calculate equivalent fractions. By expanding it we can build up equivalent fractions: multiply the numerator & the denominator by the same number.