Change in the internal energy of small temperature change\[\Delta T\]for ideal gas is expressed by the relation

\[\Delta \,U={{C}_{P}}\times \Delta T\]

\[\Delta U={{C}_{v}}\times \Delta T\]

\[\Delta \,U=\frac{{{C}_{p}}}{{{C}_{v}}}\Delta T\]

\[\Delta U=({{C}_{p}}-{{C}_{v}})\,\Delta T\]

Change in the internal energy of small temperature change\[\Delta T\]f

1.	Change in the internal energy of small temperature change\[\Delta T\]for ideal gas is expressed by the relation
A.	\[\Delta U={{C}_{v}}\times \Delta T\]
B.	\[\Delta \,U={{C}_{P}}\times \Delta T\]
C.	\[\Delta \,U=\frac{{{C}_{p}}}{{{C}_{v}}}\Delta T\]
D.	\[\Delta U=({{C}_{p}}-{{C}_{v}})\,\Delta T\]
Answer» B. \[\Delta \,U={{C}_{P}}\times \Delta T\]

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Change in the internal energy of small temperature change\[\Delta T\]for ideal gas is expressed by the relation

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