Eileen Frezza asked, updated on August 3rd, 2021; Topic:
mixed fractions

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A **mixed number** is formed by combining three parts: a whole **number**, a numerator, and a denominator. The numerator and denominator are part of the proper **fraction** that makes the **mixed number**.

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For this reason, is a mixed fraction in simplest form?

Usually, a **mixed number** is the **simplest** way to express an improper **fraction**, in which the numerator or top **number** is bigger than the denominator, or bottom **number**. But you still have to pay attention to the fractional remainder part of the **mixed number**.

Beyond, how do you solve mixed fractions?

Still further, what are the examples of mixed fraction?

A **fraction** represented with its quotient and remainder is a **mixed fraction**. For **example**, 2 1/3 is a **mixed fraction**, where 2 is the quotient, 1 is the remainder. So, a **mixed fraction** is a combination of a whole **number** and a proper **fraction**.

What is 7/4 as a mixed number?

The bottom **number** (the Denominator) is the **number** of parts the whole is divided into. Example: **7/4** means: We have 7 parts. Each part is a quarter (1/4) of a whole....Fractions.

Mixed Fractions: | A whole number and proper fraction together |

Examples: 1 1/3, 2 1/4, 16 2/5 |

Since **34** is a proper **fraction**, it cannot be written as a **mixed number**.

The number 2 that was used to divide the **two** numbers that make up the fraction is called a common factor or a divisor of the numerator and the denominator of the fraction....**11/4** = ?Dec 06 09:05 UTC (GMT)

192/2,309 = ? | Dec 06 09:05 UTC (GMT) |

4,605/72 = ? | Dec 06 09:05 UTC (GMT) |

see more... reduced fractions |

Numerators and denominators are also used in **fractions** that are not **common**, including compound **fractions**, complex **fractions**, and **mixed** numerals. or β3β4 of a cake. A **common fraction** is a **numeral** which represents a rational **number**.

Answer and Explanation: The answer is 2 1/3. To solve: Separate the improper **fraction** into a section of 3/3 and the remainder of the **fraction**: 3/3 + 4/3.

113 as a mixed number is **323** .

Third, recycle the denominator from the original improper **fraction**, or 4. Here, rewriting the improper **fraction 9/4 as a mixed number** gives us **9/4** = 2 ΒΌ.

Since **23** is a proper **fraction**, it cannot be written as a **mixed number**.

Answer and Explanation: The mixed number **1 2/3** is 5/3 as an **improper fraction**. Notice that the **fraction** is **improper** because the numerator (5) is greater than the denominator...

To put this another **way: to turn** a **mixed number into** a **fraction**, multiply the **whole number** by the denominator (the bottom part), and add the result to the numerator (the top part). 21/2 = ? Multiply the **whole number** by the denominator. The **whole number** is 2.

The **number** 2 that was used to divide the two **numbers** that make up the **fraction** is called a common factor or a divisor of the numerator and the denominator of the **fraction**....**14/5** = ?Dec 04 00:30 UTC (GMT)

201/303 = ? | Dec 04 00:30 UTC (GMT) |

8,686/269 = ? | Dec 04 00:30 UTC (GMT) |

601/8 = ? | Dec 04 00:30 UTC (GMT) |

Multiply the newest quotient digit (2) by the divisor 6 . Subtract 12 from 13 . The result of division of **136** is 2 with a remainder of 1 ....Basic Math Examples.2

6 | 1 | 3 |

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