In this post, we will learn the **Rankine To Fahrenheit Formula – How To Convert °R to °F. **The name of the temperature scales is given to the scientists or person who made them. The Rankine unit was made by William John Macquorn Rankine and Fahrenheit was made by Daniel Gabriel Fahrenheit. Here we will use Rankine values to find Fahrenheit results. Let’s get started with *How To Convert °R to °F.*

## Rankine To Fahrenheit Formula

- For Rankine (K) to Fahrenheit (°R) this formula can be used.

**Fahrenheit (°F) = Rankine – 459.67**

- Just put the values of
**Rankine**in the formula and subtract from the number**459.67, and then**you will get the required results.

## How To Convert Rankine To Fahrenheit

Here we will practically use this formula **Fahrenheit (°F) = Rankine – 459.67 **to find the value of **Fahrenheit from the Rankine**

**EXAMPLE 01**

### How To Convert 300 Rankine (°R) to Fahrenheit (°F)

**Fahrenheit (°F) = Rankine – 459.67**

F= 300-**459.67**

F=159.67

- It is very simple to get the values of
**Fahrenheit just**put values and get results.

#### EXAMPLE 2

### How To Convert 350 Rankine (°R) to Fahrenheit (°F)

**Fahrenheit (°F) = Rankine – 459.67**

F= 350-**459.67**

F=109.67

#### EXAMPLE 3

### How To Convert 400 Rankine (°R) to Fahrenheit (°F)

**Fahrenheit (°F) = Rankine – 459.67**

F= 400-**459.67**

F=59.67

## Rankine to Fahrenheit Conversion Table

Fahrenheit (°F) |
Fahrenheit (°F) = Rankine – 459.67 |

0 | -459.67 |

10 | -449.67 |

20 | -439.67 |

30 | -429.67 |

40 | -419.67 |

50 | -409.67 |

60 | -399.67 |

70 | -389.67 |

80 | -379.67 |

90 | -369.67 |

100 | -359.67 |

110 | -349.67 |

120 | -339.67 |

130 | -329.67 |

140 | -319.67 |

150 | -309.67 |

160 | -299.67 |

170 | -289.67 |

180 | -279.67 |

190 | -269.67 |

200 | -259.67 |

210 | -249.67 |

220 | -239.67 |

230 | -229.67 |

240 | -219.67 |

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### Faqs

**What is the formula of Rankine to Fahrenheit?**

It is the formula of Rankine to Fahrenheit? **°R = °F + 459.67**.

**How do you go from R to F?**

This formula is used for finding the values **Fahrenheit (°F) = Rankine – 459.67**

Put the value of R in a formula the result will be F

**What is the formula for Rankine conversion?**

**R = °F + 459.67**.

**Why does NASA use Rankine?**

NASA uses a Rankine scale to find the value of the temperature of the main engine on the space launch system rocket.

**Is Rankine still used?**

yes, it is still used in engineering systems where heat is measured in with the use of** degrees Fahrenheit**.

**What country uses Rankine?**

**United States and France** use The Rankine scale

**Who invented Rankine?**

physicist William John Macquorn Rankine

**What did Rankine invent?**

He invents the **Rankine scale, a Fahrenheit-based equivalent to the Celsius-based Kelvin scale of temperature. **He made the complete theory of the steam engine and also heat engines.

**Who uses Kelvin?**

The Kelvin scale is used by scientists since they need a temperature scale where 0 reflects the absence of thermal energy.

**Why is Rankine important?**

The Rankine scale is used in engineering since it helps to find accurate values of temperatures in differnt process

**What is the value of Rankine?**

**R = °F + 459.67**. Using the equation we can get Rankine values

**Why is the Rankine cycle used?**

The Rankine cycle process is used by power plants like coal-fired power plants or nuclear plants. In this process, fuel is used to generate heat in the boiler, which converts water into steam that expands through a turbine to perform work..

**Does Rankine have a degree symbol?**

The symbol for degrees **Rankine is °R**

### Does Rankine have degrees?

The Rankine temperature scale is used to the Fahrenheit scale as the Kelvin scale is to the Celsius scale. that means one **Rankine degree ****is **equal to ** 1 Fahrenheit degree**, and 0 °R = absolute zero.

### What is the application of the Rankine formula?

The ranking formula for columns is a semi-empirical equation that supposes both crushing and buckling failure of the column and so **used for measuring failure load for both long as well as short columns**.