What is the boiling point of water on the Z scale?

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Homework Help Overview

The discussion revolves around a hypothetical temperature scale called the "Z scale," with specific reference points such as the boiling point of nitrogen and the melting point of steel. Participants are tasked with determining the boiling point of water on this new scale, as well as converting temperatures between the Z scale and both Celsius and Kelvin.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants explore the conversion between the Z scale and Celsius, questioning how to accurately determine the equivalent of 0°C in Z. There are attempts to derive relationships between the scales based on given reference points.

Discussion Status

Some participants have provided calculations and conversions, while others are questioning the accuracy of these conversions and exploring different interpretations of the relationships between the temperature scales. There is a mix of agreement and uncertainty regarding the results presented.

Contextual Notes

Participants are working with a fictional temperature scale, which introduces unique challenges in conversion and interpretation. The discussion includes varying levels of understanding regarding temperature conversions, particularly between Celsius and the Z scale.

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A demented scientist creates a new temperature scale, the "Z scale." He decides to call the boiling point of nitrogen 0 Z and the melting point of steel 1000 Z.

What is the boiling point of water on the Z scale?
Convert 200 Z to the Celsius scale.
Convert 200Z to the Kelvin scale.

Attempt solution

Boiling point of nitrogen -190 C
Melting point of Steel 1540 C

1540- (-190) = 1728 C
1728 C = 1000 Z

1.728 C = 1 Z
1 C = 0.5787 Z

Boiling point of water 100C = 57.9 Z
200Z = 345.6 C
200Z = 618.75 K

Mastering physics doesn't like my answer :(
 
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The first part is correct.
But for the second part you have to take into account the offset between Z and C.
What would 0c be in Z?
It's just the same idea as converting deg F to deg C.
 
I actually didn't quite understand the converting between F and C,
0C in Z Maybe 190C/1728C = X/1000Z therefore 109Z?
Then should 100C in Z be 290/1728 = Z/1000 therefore 167.82?

I think MasPhys liked my answer this time.
Thanks a lot :)
Have a good Thanksgiving.
 
0Z is -190C
1 C = 0.5787 Z
so 0C is 190*0.5787 Z = 109.9 Z
so Z is = 109.9 + C*0.5787
therefore 100 degC = 109.9 + 57.87 = 167.82 degZ
 

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