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If \( c_{p} \) If \( c_{p} \) and \( c_{v} \) denote the specific heats per unit mass of an i an ideal gas of molecular weight \( M \), then
(c) (a) \( c_{p}-c_{v}=R / M^{2} \)
(b) \( c_{p}-c_{v}=R \)
P
(c) wh \( \epsilon \) (c) \( c_{p}-c_{v}=R / M \)
(d) \( c_{p}-c_{v}=M R \)
W where \( R \) is the molar gas constant.
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