# Fractions: theory & online calculators. Automatically perform operations with fractions, followed by step by step, detailed explanations. Learn by the examples that you solve out

## The latest fractions reduced to the lowest terms

 2,530/9,553 already reduced (simplified) Aug 11 09:05 UTC (GMT) 892/334 = (892 ÷ 2)/(334 ÷ 2) = 446/167 Improper fraction, rewrite it as a mixed number: 446 ÷ 167 = 2 and remainder = 112 => 446/167 = (2 × 167 + 112)/167 = 2 + 112/167 = 2 112/167 Aug 11 09:05 UTC (GMT) 91/12 already reduced (simplified) Improper fraction, rewrite it as a mixed number: 91 ÷ 12 = 7 and remainder = 7 => 91/12 = (7 × 12 + 7)/12 = 7 + 7/12 = 7 7/12 Aug 11 09:05 UTC (GMT) see more... reduced fractions

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

 Convert the integer number 1,044. Turn it into a fraction and also write it as a percentage Aug 11 08:19 UTC (GMT) Convert the mixed repeating (recurring) decimal number 5.89036. 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 Aug 11 08:07 UTC (GMT) Convert the decimal number 101.694. 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 Aug 11 07:52 UTC (GMT) All the integers, terminating and repeating (recurring) decimal numbers converted to fractions, mixed numbers and turned into percentages

## The latest fractions compared and sorted in ascending order

 42/52 < 35/39 < 42/44 Aug 11 09:05 UTC (GMT) 195/705 < 205/710 Aug 11 09:05 UTC (GMT) - 16/15 < - 11/19 < - 12/31 Aug 11 09:05 UTC (GMT) see more... compared fractions see more... sorted fractions

## The latest fractions compared and sorted in ascending order

 42/52 < 35/39 < 42/44 Aug 11 09:05 UTC (GMT) 195/705 < 205/710 Aug 11 09:05 UTC (GMT) - 16/15 < - 11/19 < - 12/31 Aug 11 09:05 UTC (GMT) see more... compared fractions see more... sorted fractions

## (5) Online calculator: Add ordinary (simple) fractions

 - 13 + 4 - 89 + 42 = ? Aug 11 09:05 UTC (GMT) 56/24 - 42/29 + 36/16 + 31/20 = ? Aug 11 09:05 UTC (GMT) 3/9,919 - 3/8 = ? Aug 11 09:05 UTC (GMT) see more... added fractions

## The latest subtracted fractions

 4/92 + 8 = ? Aug 11 09:05 UTC (GMT) - 10/8 - 11/4 = ? Aug 11 09:05 UTC (GMT) 35/17 - 5/3 = ? Aug 11 09:05 UTC (GMT) see more... subtracted fractions

## The latest fractions multiplied

 5/15 × 110/5 = ? Aug 11 09:05 UTC (GMT) 57/3 × 8/18 = ? Aug 11 09:05 UTC (GMT) 67/51 × - 36/60 = ? Aug 11 09:05 UTC (GMT) see more... ordinary (common) fractions multiplied by users

## Ordinary fractions: what are they?

If we have to divide evenly 6 apples to 3 children, then we perform the operation:

• 6÷3 = 2
• so we know that each child will get 2 apples.

If we have to divide evenly 2 apples to 3 children, then we perform the operation:

• 2÷3 = ?
• this operation has no solution in the set of natural numbers;
• however we will be able to divide the apples with the help of a knife: the quantity of apple for each child will be defined using the fraction 2/3
• all similar cases lead to fractions.

### Fractions are formed by dividing numbers:

• each fraction has the form a/b
• "a" is the numerator, written above the fraction bar;
• "b" is the denominator, written below the fraction bar; "b" may not be zero;
• "b" shows us in how many equal parts "a" has been divided;
• the value of the fraction is calculated by dividing the numerator, "a", by the denominator, "b":
• "a"÷"b"
• these fractions, in which both the numerator and the denominator are integers, are called ordinary fractions (also called normal, or simple).