The Fahrenheit and Kelvin scales of temperature will have the same reading at a temperature of:
-40°F
313°F
574.6°F
732.7°F
The correct option is: (C) : 574.6°F.
To find the temperature at which the Fahrenheit and Kelvin scales have the same reading, we can use the conversion formulas between Fahrenheit (F) and Kelvin (K) temperatures:
F = (9/5)K - 459.67
Where F is the temperature in Fahrenheit and K is the temperature in Kelvin.
Setting the two scales equal to each other:
(9/5)K - 459.67 = K
Now, solve for K:
(9/5)K - K = 459.67
Simplify the equation:
(9/5 - 1)K = 459.67
(4/5)K = 459.67
Now, solve for K:
K = (5/4) * 459.67 ≈ 574.5875
So, at a temperature of approximately 574.5875 Kelvin, the Fahrenheit and Kelvin scales will have the same reading.
Now, convert this temperature to Fahrenheit using the conversion formula:
F = (9/5)K - 459.67
F = (9/5) * 574.5875 - 459.67 ≈ 574.6°F
List-I | List-II | ||
(A) | Isothermal process | (I) | No heat exchange |
(B) | Isochoric process | (II) | Carried out at constant temperature |
(C) | Isobaric process | (III) | Carried out at constant volume |
(D) | Adiabatic process | (IV) | Carried out at constant pressure |
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