Solved) - For values of z near 1, it is a good approximation to write z(P) = - (1 Answer)
For values of z near 1, it is a good approximation to write z(P) = 1 + ( z/ P) T P if z = 1.00104  at 298 K and 1 bar, and the Boyle temperature of the gas is 155 K, calculate the values of a, b, and  for the van der Waals gas.  
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SOLVED: What is the approximate value of [z^(n)](1)/(1-3z)ln(1)/(1-2z)? (2^(n-1))/(n) 3^(n+1) (3^(n+1))/(n) 3^(n)ln3 (3^(n))/(sqrt(pi n)) 3^(n) (3^(n)ln3)/(sqrt(pi n)) What is the approximate value of Iz 3n+1 3n 1n 3 3n TN 3n 3n
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For values of $z$ near 1, it is a good approximation to writ
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