273 Kelvin to Celsius – Answer and Calculator Tool

273 kelvin is approximately -0.15 degrees Celsius.

To convert kelvin to celsius, you subtract 273.15 from the kelvin temperature. This works because the kelvin scale starts at absolute zero, and celsius is offset by 273.15 degrees from kelvin.

Conversion Tool


Result in celsius:

Conversion Formula

The formula to convert kelvin (K) to celsius (°C) is:

°C = K – 273.15

This formula works because the kelvin scale starts at absolute zero, which is 0 K, equivalent to -273.15°C on the celsius scale. By subtracting 273.15, you shift the value to the celsius temperature.

Example calculation:

  • Given kelvin: 273 K
  • Subtract 273.15: 273 – 273.15 = -0.15°C
  • Result is approximately -0.15°C

Conversion Example

  • Convert 300 K to Celsius:
    • Start with 300 K
    • Subtract 273.15: 300 – 273.15 = 26.85°C
    • Final result: 26.85°C
  • Convert 250 K to Celsius:
    • Start with 250 K
    • Subtract 273.15: 250 – 273.15 = -23.15°C
    • Result: -23.15°C
  • Convert 280 K to Celsius:
    • 280 K minus 273.15
    • Equals 6.85°C
    • So, the temperature is 6.85°C
  • Convert 290.5 K to Celsius:
    • 290.5 – 273.15 = 17.35°C
    • Therefore, 290.5 K is 17.35°C

Conversion Chart

Kelvin (K) Celsius (°C)
248.0 -25.15
253.0 -20.15
258.0 -15.15
263.0 -10.15
268.0 -5.15
273.0 -0.15
278.0 4.85
283.0 9.85
288.0 14.85
293.0 19.85
298.0 24.85

Use the chart by finding the kelvin temperature in the first column, then read across to see the equivalent temperature in celsius. This helps quick comparisons without calculation.

Related Conversion Questions

  • What is 273 kelvin in degrees celsius without rounding?
  • How to convert 273 K to Celsius using a simple formula?
  • Is 273 kelvin above or below freezing point in celsius?
  • Why does 273 kelvin equal about -0.15 degrees Celsius?
  • Can I convert 273 kelvin to celsius by just subtracting 273?
  • What temperature does 273 kelvin represent on the Celsius scale?
  • How to quickly convert 273 kelvin to Celsius for science experiments?

Conversion Definitions

Kelvin: Kelvin is the base unit of temperature in the International System of Units (SI), measuring thermodynamic temperature. It starts at absolute zero, the lowest possible temperature where all molecular motion stops. Unlike Celsius, kelvin has no negative values and uses the same increments as Celsius.

Celsius: Celsius is a temperature scale based on the freezing point of water at 0 degrees and boiling at 100 degrees under standard atmospheric pressure. It is widely used for everyday temperature measurements and scientific work, representing temperatures relative to the kelvin scale shifted by 273.15 degrees.

Conversion FAQs

Why do I subtract 273.15 when converting kelvin to Celsius?

Subtraction of 273.15 happens because the kelvin scale starts at absolute zero (-273.15°C). The celsius scale is offset by this value, so removing 273.15 from kelvin gives the equivalent Celsius temperature. Without this step, the values don’t align correctly.

Can kelvin temperature be negative like Celsius?

No, kelvin temperatures cannot be negative because the scale starts at absolute zero, the lowest possible temperature. Celsius, however, includes negative values because it is relative to the freezing point of water, not absolute zero.

Is 273 kelvin the freezing point of water in Celsius?

273 kelvin is close to the freezing point of water, but not exactly. Freezing point is 273.15 K, which equals 0°C. So, 273 K is slightly below freezing, about -0.15°C.

Does the conversion formula change with pressure or other conditions?

The formula °C = K – 273.15 remains constant regardless of pressure or other conditions. However, physical states like freezing or boiling points of water may shift with pressure, but the temperature conversion itself stays fixed.

Why is the kelvin scale used in scientific measurements?

Kelvin is used because it starts at absolute zero, making it ideal for thermodynamic calculations. It avoids negative numbers and simplifies many physics formulas by basing temperature on absolute energy levels rather than relative points like freezing water.