Prove that for an ideal gas U and ii are related as H U RT, where R is the gas constant Then (a) Taking as given that the specific internal energy of an ideal gas is independent of the gas pressure, justify the claim that A for a process in which an ideal gas goes from (T 1 , P 1 ) to (T 2 P 2 ) equals ii for the same gas going from T 1 to T 2 at a constant pressure of P 1 (b) Calculate H (cal) for a process in which the temperature of 2 5 mol of an ideal gas is raised b 50C, resulting in a specific internal energy change U 3500 cal mol

Question: Prove that for an ideal gas. U and ii are related as H = U + RT, where R is the gas constant. Then: (a)

Prove that for an ideal gas. U and ii are related as H = U + RT, where R is the gas constant. Then:

(a) Taking as given that the specific internal energy of an ideal gas is independent of the gas pressure, justify the claim that .A for a process in which an ideal gas goes from (T₁, P₁) to (T₂ ∙ P₂) equals ii for the same gas going from T₁ to T₂ at a constant pressure of P₁.

(b) Calculate ΔH (cal) for a process in which the temperature of 2.5 mol of an ideal gas is raised b 50°C, resulting in a specific internal energy change ΔU = 3500 cal/mol.

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