Mathematics
Grade10
Easy
Question
The temperature in degrees Celsius is 32 less than the Fahrenheit temperature, multiplied by five ninths. The temperature in degree Kelvin is the number of degrees Celsius plus 273.
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)
Identify the conversion formula for finding the number of degrees Kelvin, given the temperature in Fahren he it.
- K =
(F - 32) + 273 - K =
(F - 32) - K =
(F + 32) - 273 - K =
(F - 32) + 273
Hint: