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Numericals · Q31

Q.In a random temperature scale X, water boils at 200 °X and freezes at 20 °X. Find the boiling point of a liquid in this scale if it boils at 62 ºC.

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Scale X has its ice point at 20°X and steam point at 200°X (a 180-unit range, the same SIZE as Fahrenheit, but shifted). Using the general two-fixed-point relation TC100=TX−20200−20\dfrac{T_C}{100} = \dfrac{T_X - 20}{200-20}: with TC=62 °CT_C=62\,°\text{C}, $\dfrac{62}{100} = …

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