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S)If each of the following counts as an "item" A G S H U P T V Cv πΤ α-Kr μ do a derivation to ex...
Derive F, P,U, and Cv in terms of N, V, T and constants for the Ideal...
Derive F, P,U, and Cv in terms of N, V, T and constants for the Ideal Gas partition function Q(N,V,T) = V^N / (L^(3N)*N!), where L = h/sqrt(2*pi*m*kB*T)
solved item S, T, U, V, W, X, Y, Z The demand for subassembly S is...
solved item S, T, U, V, W, X, Y, Z
The demand for subassembly S is 100 units in week 7. Each unit of S requires 2 units of T and 1 unit of U. Each unit of T requires 1 unit of V, 2 units of W, and 1 unit of X. Finally, each unit of U requires 1 unit of Y and 2 units of Z. One firm manufactures all items. It takes 2 weeks to make S,...
1. (a) Write the total differentials of s-S(V, T),S- S(P, T). Get used to it. This...
1. (a) Write the total differentials of s-S(V, T),S- S(P, T). Get used to it. This is the first step in many derivations in thermodynamics. We'll actually come back to these particular ones in the next lecture or so. (b) Now, from the 1st law we know that du dq+ dw. () Take the differential along a reversible path: dU - dgrev+ dwre. [Question: why don't we write dUrev? Yes, you must answer this and the other questions in blue.]...
You wish to test the following claim (H a) at a significance level of α = 0.002.
You wish to test the following claim (HaHa) at a significance level of α=0.002α=0.002. For the context of this problem, μd=PostTest−PreTestμd=PostTest-PreTest one data set represents a pre-test and the other data set represents a post-test. Each row represents the pre and post test scores for an individual. Ho:μd=0Ho:μd=0 Ha:μd≠0Ha:μd≠0You believe the population of difference scores is normally distributed, but you do not know the standard deviation. You obtain the following sample of data:pre-testpost-test35.351.225.419.861.467.82617.99.8-1.745.742.543.342.64567.74137.442.324.335.7-7.135.313.53018.55451.359.23639.745.527.123.5What is the test statistic for this sample?test statistic = (Report answer accurate to...
H=1.68 T=26 F=2 L=2 S=30 11) Determine the extrema of g(u,v) = Hu-(F+L)t/2 subject to the...
H=1.68 T=26 F=2 L=2 S=30
11) Determine the extrema of g(u,v) = Hu-(F+L)t/2 subject to the constraint x2+y2= S*H Ans.
Suppose that the Gibbs Free Energy of some system is described by the following equation: G(T,P,N)=−NkT...
Suppose that the Gibbs Free Energy of some system is described by the following equation: G(T,P,N)=−NkT ln ((aT^(5/2))/P) (a) Find the entropy of this system in terms of T, P, and N. (b) Find the relationship between V, P, and T for this system. Find one equation relating all of these variables. (c) Determine the total energy U of this system. Express your answer as a function of T, P, and N.
prove: part "a.i" and "a.ii" that is do a full derivation show each step x(t) 1...
prove: part "a.i" and "a.ii"
that is do a full derivation show each step
x(t) 1 h(t) = e-3[t y(t) t -T +Tt FIGURE 4.55 Block box system diagram of Example 4.10. Example 4.10 Analyze by hand and using MATLAB (include pretty) the block box system diagram shown in Figure 4.55, and obtain a. Analytical expressions of i. X(w) ii. H(w) iii. Y(w) iv. y(t) b. Create the script file syst_anal that returns the following plots: i. X(w) versus w...
The partition function at constant V, T is the sum of Boltzmann factors where the sum is over independent states, . Week #10's Lesson showed that Z is related to two state functions, U and F F=-k...
The partition function at constant V, T is the sum of Boltzmann factors where the sum is over independent states, . Week #10's Lesson showed that Z is related to two state functions, U and F F=-kT lnZ Using these two relations, derive the relationships between Z and the following state functions and C (a) Entropy: S k In Z + kT (oln Z/oT)v (b) Pressure: P- kT (oln ZƠVr (d) Gibbs Free Energy: G-kTInZ + kTV(OlnZ/aV)T (e) Heat Capacity:...
Find the Laplace Transformation (10 points) u(t) (10 points) eu(t) (10 points) 30 cos wt u(t)...
Find the Laplace Transformation (10 points) u(t) (10 points) eu(t) (10 points) 30 cos wt u(t) Use this ental infor- vorewo Pekes 1e of 500 K. Obtain a numerical value, includ- ing units, for each of the following partial derivatives for this gas. he values which the concentration of the andioen- antibody complex will be equal to the concen- tration of the unbound antibody. perimen- plies that consider- aG (b) (a) aT 19. The isomerization of glucose-6-phosphate G6P) to fructose-6-phosphate...
H I J K L M N O P Q R S T U V 2012...
H I J K L M N O P Q R S T U V 2012 Total Sales by Agent A B C D E F G 2012 Total Sales by Agent January - June January February March April May June Avery $ 3,671 $ 2,973 $ 4,017 $ 5,040 $ 4,963 $ 5,497 Collins $ 1,549 $ 992 $ 2,267 $ 3,201 $ 4,008 $ 3,798 Kinsley $ 2,996 $ 6,948 $ 4,205 $ 5,523 $ 6,597 $ 5,147...
solved item S, T, U, V, W, X, Y, Z
The demand for subassembly S is 100 units in week 7. Each unit of S requires 2 units of T and 1 unit of U. Each unit of T requires 1 unit of V, 2 units of W, and 1 unit of X. Finally, each unit of U requires 1 unit of Y and 2 units of Z. One firm manufactures all items. It takes 2 weeks to make S,...
1. (a) Write the total differentials of s-S(V, T),S- S(P, T). Get used to it. This is the first step in many derivations in thermodynamics. We'll actually come back to these particular ones in the next lecture or so. (b) Now, from the 1st law we know that du dq+ dw. () Take the differential along a reversible path: dU - dgrev+ dwre. [Question: why don't we write dUrev? Yes, you must answer this and the other questions in blue.]...
H=1.68 T=26 F=2 L=2 S=30
11) Determine the extrema of g(u,v) = Hu-(F+L)t/2 subject to the constraint x2+y2= S*H Ans.
prove: part "a.i" and "a.ii"
that is do a full derivation show each step
x(t) 1 h(t) = e-3[t y(t) t -T +Tt FIGURE 4.55 Block box system diagram of Example 4.10. Example 4.10 Analyze by hand and using MATLAB (include pretty) the block box system diagram shown in Figure 4.55, and obtain a. Analytical expressions of i. X(w) ii. H(w) iii. Y(w) iv. y(t) b. Create the script file syst_anal that returns the following plots: i. X(w) versus w...
The partition function at constant V, T is the sum of Boltzmann factors where the sum is over independent states, . Week #10's Lesson showed that Z is related to two state functions, U and F F=-kT lnZ Using these two relations, derive the relationships between Z and the following state functions and C (a) Entropy: S k In Z + kT (oln Z/oT)v (b) Pressure: P- kT (oln ZƠVr (d) Gibbs Free Energy: G-kTInZ + kTV(OlnZ/aV)T (e) Heat Capacity:...
Find the Laplace Transformation (10 points) u(t) (10 points) eu(t) (10 points) 30 cos wt u(t) Use this ental infor- vorewo Pekes 1e of 500 K. Obtain a numerical value, includ- ing units, for each of the following partial derivatives for this gas. he values which the concentration of the andioen- antibody complex will be equal to the concen- tration of the unbound antibody. perimen- plies that consider- aG (b) (a) aT 19. The isomerization of glucose-6-phosphate G6P) to fructose-6-phosphate...
H I J K L M N O P Q R S T U V 2012 Total Sales by Agent A B C D E F G 2012 Total Sales by Agent January - June January February March April May June Avery $ 3,671 $ 2,973 $ 4,017 $ 5,040 $ 4,963 $ 5,497 Collins $ 1,549 $ 992 $ 2,267 $ 3,201 $ 4,008 $ 3,798 Kinsley $ 2,996 $ 6,948 $ 4,205 $ 5,523 $ 6,597 $ 5,147...
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