Azes 2740: Can’t Work Out The Code...
Crosswords15 mins ago
Say for example today was 32'farenhieght and tomorrow it was 64' farenheight would it feel twice as warm? If you convert these temperatures to Celsius it would be 0c on day 1 and 16c on day which is not double the temp so I would assume the answer is no. But neither is it 16 times warmer�? Is this because the scales do not start at 0 but at minus figures? You would not believe the things that keep me up at night��
</PRE>No best answer has yet been selected by matt_london. Once a best answer has been selected, it will be shown here.
For more on marking an answer as the "Best Answer", please visit our FAQ.Your relative proportions will only work if you use the absolute temperature scale called Kelvin. Zero degrees Celsius is approx 273 K. An object would be twice as hot if its temperate went up to 546 K (273 degrees Celsius)
You have to watch out for these erroneous comparisons in everyday life. For example If newspaper A sells 1 million copies and newspaper B selld 3/4 million copies then a true comparison can only be made if the scale starts at 0 (ie A sells 33.3% more papers than B). Now the sneaky newspaper in question shows the sales as a bar chart that starts at 1/2 million so at a glance it appears that A sells twice as many copies as B!
As gen2 says, it will only work on temperature scales based on absolute zero (it doesn't have to be the Kelvin scale which is based on the Celsius scale in terms of its intervals).
The Celsius and Farenheit scales are arbitrary in terms of the interval and the starting point (ie zero). So any comparisons such as "twice as hot" are meaningless.
Anders Celsius chose the freezing point of water for his zero, and divided up the difference between this and the boiling point into a convenient 100 units (hence why it was sometimes referred to as the 'Centigrade' scale). If you like, it was a 'metric' scale.
For his scale, Gabriel Farenheit used a mixture of ice and salt (known as a 'freezing mixture') for his zero point (the coldest temperature that could be created in a lab at the time), and human body temperature for his second reference point. Originally, the difference between these two temperatures was divided arbitrarily into 12 (why not? There are 12 inches in a foot), then a little later, into 96 (a multiple of 12).
It all depends where you start your scale and what measure of thermal energy (which is an absolute measure) is represented by each graduation on that scale.