Two absolute scale `X` and `Y` have triple points of water defined to be `300 X` and `450 Y`. How are `T_(X)` and `T_(Y)` related to each other ?A. `T_(A) = T_(B)`B. `T_(B) = (3)/(2)T_(A)`C. `T_(B) = (2)/(3)T_(A)`D. `T_(B) = (3)/(4)T_(A)`

Two absolute scale `X` and `Y` have triple points of water defined to

1.	Two absolute scale `X` and `Y` have triple points of water defined to be `300 X` and `450 Y`. How are `T_(X)` and `T_(Y)` related to each other ?A. `T_(A) = T_(B)`B. `T_(B) = (3)/(2)T_(A)`C. `T_(B) = (2)/(3)T_(A)`D. `T_(B) = (3)/(4)T_(A)`
Answer» Correct Answer - B Size fo the degree on absolute scale `A =` Size of the degree on absolute Scale `B` `((276.16)T_(A))/(200) = ((276.16)T_(B))/(300)`

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Two absolute scale `X` and `Y` have triple points of water defined to be `300 X` and `450 Y`. How are `T_(X)` and `T_(Y)` related to each other ?A. `T_(A) = T_(B)`B. `T_(B) = (3)/(2)T_(A)`C. `T_(B) = (2)/(3)T_(A)`D. `T_(B) = (3)/(4)T_(A)`

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