Question

Prove the thermodynamic proofs: (dA/dG)T = PKT (dG/dV)T = -1/KT

Prove the thermodynamic proofs:

(dA/dG)T = PKT

(dG/dV)T = -1/KT

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Show that, Cp-Cv = alpha^2 TV / Kt   Kt= -1/v *(∂V/ ∂P)T
Show that, Cp-Cv = alpha^2 TV / Kt   Kt= -1/v *(∂V/ ∂P)T
Number Theory Course , I need a full explained answer for those proofs please 1. Prove...
Number Theory Course , I need a full explained answer for those proofs please 1. Prove that for every integer x, x + 4 is odd if and only if x + 7 is even. 2. Prove that for every integer x, if x is odd then there exists an integer y such that x^2 = 8y + 1.
Please prove the following (using epsilon/delta proofs) formally and clearly: For Xn given by the following,...
Please prove the following (using epsilon/delta proofs) formally and clearly: For Xn given by the following, prove the convergence or divergence of the sequence (Xn): a) Xn = n2/(2n2+1) b) Xn = (-1)n/(n+1) c) Xn = sin(n)/(n2+1)
(1) Give formal proofs of the following sequents, for any theory T and formulas φ, ψ,...
(1) Give formal proofs of the following sequents, for any theory T and formulas φ, ψ, θ. (a) T ∪ {ψ} |− φ → ψ (b) |− φ ∧ T ↔ φ (c) |− φ ∧ (ψ ∨ θ) ↔ (φ ∧ ψ) ∨ (φ ∧ θ)
Prove that for t >1, (1+i)^t > (1+it)
Prove that for t >1, (1+i)^t > (1+it)
conduct your own example of an independent samples t-test. IV: level 1: level 2: DV:
conduct your own example of an independent samples t-test. IV: level 1: level 2: DV:
The rate of depreciation dV/dt of a machine is inversely proportional to the square of t+1,...
The rate of depreciation dV/dt of a machine is inversely proportional to the square of t+1, where V is the value of the machine t years after it was purchased. The initial value of the machine was $600,000, and its value decreased $200,000 in the first year. Estimate its value after 4 years. (Round your answer to the nearest whole number)
Let P(t)=25(1−e−kt)+61 represent the expected score for a student who studies t hours for a test....
Let P(t)=25(1−e−kt)+61 represent the expected score for a student who studies t hours for a test. Suppose k=0.48 and test scores must be integers. What is the highest score the student can expect? If the student does not study, what score can he expect?
Use the model below to answer the following questions y(t) = a × e kt where...
Use the model below to answer the following questions y(t) = a × e kt where y(t) is the value at time t, a is the start value, k is the rate of growth (> 0), or decay (< 0), t is the time. The half-life of radium−226 is 1590 years, Suppose there are 52 mg radium−226 at the beginning (1) Find the mass after 1000 years correct to the nearest milligram. (2) When will the mass be reduced to...
Find the equation of the function y= a/(1+be^(-kt)) with a y-intercept of 1/11, inflection point at...
Find the equation of the function y= a/(1+be^(-kt)) with a y-intercept of 1/11, inflection point at t=ln(10)/0.5 and k=0.5. Find the values of a, b and then clearly write out the function y.