Compute the absolute entropy of each of the following. Possibly useful standard molar entropies (J/(mole*K)): H2(g XXXXXXXXXX, C2H6(g) 229.2, N2(g XXXXXXXXXXR = XXXXXXXXXXJ/(mole*K). A) 1.14 mole of...

Compute the absolute entropy of each of the following. Possibly useful standard molar entropies (J/(mole*K)): H2(g) 130.680, C2H6(g) 229.2, N2(g) 191.61. R = 8.3145 J/(mole*K). A) 1.14 mole of molecular hydrogen gas at p = 5.00 bar. J/K The number of significant digits is set to 3; the tolerance is +/-1 in the 3rd significant digit B) 0.68 mole of ethane gas at p = 0.10 bar. J/K The number of significant digits is set to 2; the tolerance is +/-1 in the 2nd significant digit C) 1.54 mole of a mixture of N2 (p = 125 bar) and H2 (p = 375 bar). J/K The number of significant digits is set to 3; the tolerance is +/-1 in the 3rd significant digit


Extracted text: Compute the absolute entropy of each of the following. Possibly useful standard molar entropies ((mole*K)): H(a) 130.680, CHala) 229.2, N(a) 191.01.R83145 (maieK. 1.14 mole of molecular hydrogen gas at p- 5.00 bar. 3/K The number of significant digits is set to 3; the tolerance is +-1 in the 3rd significant digit LINK TO TEXT 0.68 mole of ethane gas at p- 0.10 bar. J/K The number of significant digits s set to 2; the tolerance i -1 in the Znd significant digit LINK TO TEXT 1.54 mole of a mixture of Ny (p 125 bar) and H, (p- 375 bar). /K