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Temperature Converter

Temperature is an important measurement that is used in many different fields, including science, medicine, engineering, and more. However, different countries and industries use different temperature scales, which can make it challenging to communicate and convert temperatures accurately. Fortunately, temperature converters are available to help simplify the process of converting temperatures between scales. In this article, we will discuss what a temperature converter is, how to use it, and why it is useful.

How to use the temperature conversion calculator?

Step 1 : Enter the value in the given box.

Step 2 : Select the metric from From and To drop down boxes: Fahrenheit, Kelvin or Celsius.

Step 3 : Click the Convert button.

Step 4 : If you want to view the calculation then click on the Show Solution checkbox

On clicking the Convert button, the temperature will be shown in the selected metric in the To dropdown box.

What is a Temperature Converter?

A temperature converter is a tool that is designed to convert temperatures from one scale to another. It is a type of electronic calculator that is specifically programmed to perform temperature conversions. Temperature converters are available online as well as in the form of physical devices such as handheld calculators.

Types of Temperature Converters

There are several types of temperature converters available, each with its own features and functions. Some of the most common types of temperature converters include:

  • Celsius to Fahrenheit Converters : These converters are designed to convert temperatures from Celsius to Fahrenheit and vice versa.
  • Kelvin to Celsius Converters : These converters are designed to convert temperatures from Fahrenheit to Kelvin and vice versa.
  • Rankine to Kelvin Converters : These converters are designed to convert temperatures from Rankine to Kelvin and vice versa.

Why Use a Temperature Converter?

There are several reasons why using a temperature converter can be beneficial:

  • Accuracy : Temperature converters are designed to convert temperatures accurately, ensuring that there are no errors or mistakes in the conversion process.
  • Convenience : Temperature converters are small, portable, and easy to use, making them convenient for use on the go or in different settings.
  • Multifunctional : Many temperature converters are capable of converting temperatures between multiple scales, making them useful for a variety of different applications.
  • Consistency : Temperature converters provide consistent results every time, ensuring that conversions are accurate and reliable.
  • Accessibility : Temperature converters are widely available online and in stores, making them accessible to anyone who needs to perform temperature conversions.

In conclusion, a temperature converter is a useful tool for converting temperatures between different scales. It is widely used in science, medicine, engineering, and other fields that require accurate temperature measurements. Whether you are a student learning about temperature scales or a professional needing to convert temperatures for a specific application, a temperature converter can be a valuable tool to have.

Solved Examples

Q1. From Fahrenheit to Celsius
20 Fahrenheit(^\circ\text{F}) = -6.67 Celsius (^\circ\text{C})

Solution :
Fahrenheit(^\circ\text{F}) =\text{(Fahrenheit – 32)} \times \frac{5}{9} Celsius
= -12\times \frac{5}{9} Celsius
=-6.67 ^\circ\text{C}

Q2. From Fahrenheit to Kelvin
60 Fahrenheit (^\circ\text{F})= 288.71 Kelvin(K)

Solution :
Fahrenheit(^\circ\text{F}) =\text{(Fahrenheit – 32)} \times \frac{5}{9} Kelvin
=(60-32) \times\frac{5}{9} + 273.15 Kelvin
= 15.56 + 273.15
= 288.71K

Q3. From Celsius to Fahrenheit
90 Celsius (^\circ\text{C}) =194 \text{ Fahrenheit } (^\circ\text{F})

Solution :
\text{ Celsius } (^\circ\text{C}) = \text{ Celsius } \times \frac{9}{5} \text{ Fahrenheit } (^\circ\text{F})
= 162 + 32 Fahrenheit
= 194 Fahrenheit(^\circ\text{C})

Q4. From Celsius to Kelvin
140 Celsius (^\circ\text{C})= 413.15 Kelvin(K)

Solution :
Celsius (^\circ\text{C}) = Celsius + 273.15 Kelvin
= 140 + 273.15 Kelvin
= 413.15 Kelvin(K)

Q5. From Kelvin to Fahrenheit
100 Kelvin(K) = -279.67 Fahrenheit(^\circ\text{F})= 413.15 Kelvin(K)

Solution :
Kelvin(K) = (Kelvin – 273.15)\times \frac{9}{5}+32 Fahrenheit
= -173.15\times \frac{9}{5}+32 Fahrenheit
= -311.67 + 32 Fahrenheit
= -279.67 Fahrenheit(^\circ\text{F})

Q6. From Kelvin to Celsius
80 Kelvin(K) = -193.15 Celsius(^\circ\text{C})

Solution :
80 Kelvin(K) = Kelvin – 273.15 Celsius
= 193.15 Celsius(^\circ\text{C})