Area enclosed in cyclic process will give workdone.workdone is greater for 2
change in internal energy for both cycle will be zero.
Q for 2 will also greater.
Option D is correct one.
Problem 1. Consider the following extensive form game. 2 > 2,3 4,1 3,2 1.2 (a) By converting the game into normal form game (by finding the corre- sponding bimatrix game), find all Nash equilibrium in pure strategies. (b) Does player 2 have a strictly dominated strategy?
DLM R A 2,3 -1,0 1,1 B -1,3 3,0 2,1 C 0,0 0,10 3,1 D 4,3 2,0 3,1 Part a: What are the pure strategies that are strictly dominated in the above game? Part 6: What are the rationalizable strategies for each player? What are all the rationalizable strategy profiles? Part c: Find all of the Nash equilibria of the game above.
Player 1 \ Player 2 1 2 3 A 5,9 4,7 3,2 B 2,1 5,3 6,7 C 1,7 3,8 2,9 Player 2 believes Player 1 is playing a mixed strategy and may have an idea of the probabilities Player 1 chooses for each strategy. Describe the Player 1 probabilities that would justify each pure strategy for Player 2. ***Please do not copy/paste an incorrect answer. If you don't know how to do it, please do not further confuse me! Thank...
Player 2 L R U 2,1 2,0 Player 1 D 1, 2 3, 1 The above figure shows the payoff matrix for two players, Player 1 and Player 2. Player 1's payoff is listed first in each cell. A Nash equilibrium of this game is that Player 1 chooses D and Player 2 chooses L. Player 1 chooses D and Player 2 chooses R. Player 1 chooses U and Player 2 chooses L. Player 1 chooses U and Player 2...
i K + A B C D W 2,2 5,0 3,6 4,1 X 1,3 2,2 4,5 1,2 Y 3,1 1,1 5,3 6,0 27 DETE 1. (5 points) Find all strictly dominated strategies in this game. 2. (10 points) Find the set of rationalizable strategies for each player. 3. (10 points) Find all the Nash equilibria..
I need all details. Thx 9. Consider a basis B = {bi, b2} of a sulspoo, W of R4 where -3 (a) Determine the coordinates of x(3,-1,-2,1) in the basis B (i.e. fnd x). (b) Suppose that bl el-C2 and b2 2c1 +c2. Determine the coordinates of x = (3.-1,-21) in the basis C = {c,,c) (i.e. find [x le) (e) Suppose t dbb an d2b 3b s D- di da a basis of W Why or why not? 9....
Calculate the probability of the following events A the first number is 2 or 3 or 4 E the second digit is 3 or less F the second digit is 4 or greater PIE or F) P(E and F) P(A) P( A and E) P( A and F) P( A and E)+P( Aand F) 2 Dice Sample Space 1,1 2,1 3,1 4,1 5,1 1,6 1,2 2,2 3,2 4,2 5,2 6,2 1,3 2,3 3,3 4,3 5,3 6,3 1,5 2,4 3,4 4,4...
Find the area of the parallelogram with vertices at A=(4,1, -1), B = (5, -6, -3), C = (-1, 2, –5), and D= (0, -5, -7). a) "V971 ob) 27/563 V 1595 od) " 3/59 e) <> 4V131
4. Find the area of the triangle ABC if A = (3,2), B = (4,2), C = (1,0). 21 1, z = [0] 3 5. Find the volume of the parallelepiped built on ai = and ag = 2 in 111 R?
I am confused about how to solve (b) (c) (d) (4) (Interpolating polynomials) Say we want to find a polynomial f(x) of degree 3, satisfying some interpolation conditions. In each case below, write a system of linear equations whose solutions are (ao, a1, a2, az). You don't need to solve. (a) We want f(x) to pass through the points(1,-1), (1, 2), (2,1) and (3,5). (b) We want f(x) to pass through (1,0) with derivative +2 and (2,3) with derivative-1 (c)...