Q2) Choose the correct answer 1) The PERT method to solve? a) Game theory b) transportation model 2) To find the saddle point in game theory? a) maxmin >minmax b) maxmin minmax 3) Latest finish time is represented by ? a) VAM b) ES c) Lf. 4) The Method to find transportation model ? a) Graphical method b) Vogels approximation method 5) Pessimistic time is represented by ? b) tp a) to c) t₂- c) network analysis. c) maxmin = minmax c) PEPT method
Q: Q.2: Solve the following differential equation by Power- series method: Inex San (X-X.)" j - 2xy+x^y…
A:
Q: Q4/ The following data is provided for the velocity of an object as a function of time, 1, S 8 12 16…
A: Newton;' forward difference formula to calculate the first derivative of a function is:…
Q: Given the histogram below for a set of data, which statement is TRUE? A. For the set of data shown,…
A: The histogram shown in question is positively skewed. We know that the mean is always greater than…
Q: 3. y" y'-y = cos(5t) - sin(5t); y(0) = 2 and y'=5
A: First find the commentary function then particular integral and then use the initial conditions as…
Q: Consider R² with the usual topology, let A and B be two subsets of R2. We denote the closure of a…
A:
Q: Find the volume of the parallelepiped whose edges are represented by A=i-13j+ 4k, B = 3i+2j-7k and C…
A:
Q: EVALUATE: A) 2+4 j Z - 1 Z 0.927 j C) 2-4 j GIVEN z= 5e 1 1+= Z B) - 2+4 j D)-2-4 j E) NONE
A:
Q: Solve the initial value problem ut +2ux = -tu(x, t), t> 0, x ER u(z,0)=sinx.
A:
Q: Find the volume of the parallelepiped whose edges are represented by A = {-13j+ 4k, B = 31 +21-7k…
A:
Q: Find the inverses of the matrices or show that they do not exist. -5 -3 1 -2 A B= = 1 6 = 2 -3
A:
Q: 4 MAT21A/MAT216A/WIS31 20. To solve L[2cosh3(t-k).H(t-k)] = the following rule on the Laplace list…
A:
Q: 1 20 (i) Express n(n+2) (ii) Hence, simplify 20 20 20 + + 1x3 2x4 2x4 3x5 20 + + n - 1 in partial…
A: The solution to the given question is explained below. We use numerical techniques to solve the…
Q: Prove that the following functions u/ v are harmonic; then find the conjugate harmonic function v/…
A: The given problem is to prove the given function is harmonic function and also to find the harmonic…
Q: 9.9 The area of the shaded region shown in the figure can be calculated by: 4 = 1³² (-3²x²2+5) dx =…
A:
Q: 3) The correct solution of the center of mass bounded by x=y² and x= 2y = y² if the density is 6 = y…
A: We have to find the center of mass bounded by the curves x= y2 and x=2y- y2 if the density at the…
Q: Online Course Selection Roughly 1 in 6 students enrolled in higher education took at least one…
A:
Q: Given the stemplot below, which description is TRUE? 219 3 267 4 12 5 0 6 7 5 A. The number 60 is…
A:
Q: Use variation of parameters to find a general solution to the differential equation given that the…
A: We have to find the general solution of the given linear non-homogeneous differential equation. We…
Q: 1. Given the function f(x,y) = xexy², find fx and fy.
A:
Q: FIND Y(s) OF THE GIVEN EQUATION.
A:
Q: 2 Find the volume of the parallelepiped whose edges are represented by A=î-13j+4k, B = 3î +2j7k and…
A:
Q: 5/ A factory manufactures two types of heavy-duty machines in quantities x1, x2. The cost function…
A:
Q: onion soup, salad, Caesar salad, lettuce wedge, spinach swordfish, rack of lamb, whitefish, grilled…
A: A world-famous prix fixe menu includes 5 following choices. First choice from beverage, second…
Q: C (Fate) RepublicanDemocrat $6,000 $5,000 $3,000 $6,000 You have inherited $10,000 just prior to a…
A: On setting the equation, we…
Q: CLO 1: Apply different methods to solve the linear systems of the form Ax = b Question No. 1:…
A:
Q: [x' (t) = 5x(t) - 9y(t) y'(t) = 2x(t)- y(t)
A:
Q: 1 Find the angle between the bris 2 • surfaces 4x+98 +32 = 91 and 9 2 = 12- (x²7 y ²) at the point…
A:
Q: 4. Compute the product AB in two ways: (a) by the definition, where Ab₁ and Abê are computed…
A:
Q: b= {ZEC: 12-1+² | <2} Describe the set. A. The set D is open and connected. B. The set D is closed…
A:
Q: 3) The correct solution of the center of mass bounded by x=y² and x= 2y - y² if the density is 8=y+1…
A:
Q: Use induction to prove that 0:0 0:0 DAD DAD DAD DA n 1 n i(i+1) n+1 for all integers n > 1. ||
A:
Q: Find the directional derivatives of p = 8xyz³ - 2x²y²z² at the point (2,-1,1) in the direction 2î -…
A:
Q: ty'' +(2t - 1)y' - 2y = 5t² e -2t. A general solution is y(t) = Y₁ = 2t - 1, Y₂=e-2t
A:
Q: (a) Compute the eigenvalues and an orthonormal eigen-basis for the matrix 3 1 1 A 1 3 1 113 (3 0.2)
A: Since you have posted a multiple question according to guildlines I will solve first (a) question…
Q: We are standing on the top of a 704 feet tall building and launch a small object upward. The…
A: At the highest point of a vertical motion its velocity becomes zero as it starts moving back after…
Q: Identify whether the following graph is Eulerian or Hamiltonian. And Why ?
A: "Since you have asked multiple questions, we will solve the first question for you. If you want any…
Q: 2 Find the volume of the parallelepiped whose edges are represented by |Ả=î - 13ĵ+ 4k, B = 3î +2j-7k…
A: Let us consider the parallelepiped formed by the vector a→,b→,c→ The Volume of parallelepiped is…
Q: it is not raining. Albert i ook barbecue. Hence, it
A: Consider as, A: Albert is fishing, B: Albert is biking, C: It is raining, D: Albert is cooking…
Q: Barbell Company produces three types of food container for Company X namely container A, container B…
A: Let us solve the given problem by the help of inverse matrix method in the next steps.
Q: [x' (t) = −6x(t) + 4y(t) y' (t) = -x(t) — 2y(t)
A: Follow the steps.
Q: Q3: If the following system of four equation is solved by using matrix operations: 9w+ 8x + 2z+ 9y =…
A: Problem is solved using Matrix Operation.
Q: whre B is the region 0 ≤ x ≤ 1, ² ≤ y ≤=
A: Solution :-
Q: Complete a function analysis of the graph below: 10- -5 Domain [Select] Range [Select] Positive…
A: For a function y=f(x), the set of real values of x for which f(x) is defined is called the domain of…
Q: In 1992, the moose population in a park was measured to be 3790. By 1999, the population was…
A: In 1992, the population in park is 3790 In 1999 the population in 3440 Time t1 since 1990 is 2…
Q: 2 Find the volume of the parallelepiped whose edges are represented by A=i-13j+4k, B = 31+2j-7k and…
A:
Q: Solve the system as matrix equations using inverses -2x1 + 6x2 = 6 3x1 +2x2 = 13
A:
Q: 3 Find the directional derivatives of = 8xyz³ - 2x²y²z² at the point (2,-1,1) in the direction 2î -…
A:
Q: e Find the volume of the parallelepiped whose edges are represented by A=i-13j+4k, B = 31+2j-7k and…
A: Solution :
Q: Determine the Fourier series of the periodic function shown in Figure 2.1.
A: This is a question from Fourier Analysis.
Q: u(x)= X (Laplace transform method) 3 - f (x - t)u(t)dt 0 6
A:
Step by step
Solved in 2 steps
- a.Discuss five assumptions of game theory b.Explain three steps required to find a saddle pointIn baseball, League A allows a designated hitter (DH) to bat for the pitcher, who is typically a weak hitter. In League B, the pitcher must bat. The common belief is that this results in League A teams scoring more runs. In interleague play, when League A teams visit League B teams, the League A pitcher must bat. So, if the DH does result in more runs, it would be expected that league A teams will score more runs in League A park than when visiting League B parks. To test this claim, a random sample of runs scored by league A teams with and without their DH is given in the accompanying table. Complete parts c) through d) below.Suppose that there is a negotiation between two players over a painting. Person 1,the seller ,has no interest in the painting. On the other hand the painting is worth $100 to the buyer. If the painting is sold at a price in between 0 and 100, both are better off. Player 1 proposes a price p to player 2. Then after observing player 1's offer, player decides whether to accept it or to reject it. If the offer is rejected both zero and the game ends.Find the unique SPNE of this game.
- We have an initial simplex tableau given by3.4 The system is tested on a sample of one hundred computers and the average connection speed is found to be far below 400 kilobits. What hypothesis should probably be rejected? Explain. If the customer needs a connection speed of 400 kilobits to run her application programs, what is the business decision that corresponds to the decision regarding the hypotheses?Five proposals (V, W, X, Y, and Z) are available for investment. At least two and no more than four must be chosen. Proposals X and Y are mutually exclusive. Proposal Z is contingent on either Proposal X or Y being funded. Proposal V cannot be pursued if either W, X, Y, or any combination of the three is pursued. Solve, a. List all feasible mutually exclusive investment alternatives. b. Of the ten principles, which one(s) is(are) well illustrated by this problem? c. Of the systematic economic analysis technique’s 7 steps, which one(s) is(are) well illustrated by this problem?
- At a college basketball game, one lucky ticket holder will win an all-expenses-paid trip to the conference championship game. There are 4,000 ticket holders at the game. The organizers want to place chips, each labeled with the seat number of a ticket holder, in a bin and draw the winner from the bin. Unfortunately, the bin will hold only 400 chips. Which method assures both that the organizers can use the bin for the drawing and that each ticket holder will have a fair chance of winning? A. Place chips labeled with the seat numbers of each ticket holder into 10 groups based on age. Then randomly select one of the groups and place it in the bin. Randomly select the winner of the trip from the bin. B. Randomly assign the 4,000 ticket holders to 40 equal-sized groups. Then randomly select 4 of the groups and place their seat numbers in the bin. Randomly select the winner of the trip from the bin. C. Place 400 chips labeled with the seat numbers of ticket holders from a…if the decision maker knows nothing about the possibilities of the four states of nature, what is the recommended decision using:optimistic, conservative, minmax regret approach and the laplace method?Podunk Institute of Technology's Math Department offers two courses: Finite Math and Applied Calculus. Each section of Finite Math has 60 students, and each section of Applied Calculus has 50. The department is allowed to offer a total of up to 110 sections. Furthermore, no more than 6,000 students want to take a math course. (No student will take more than one math course.) Draw the feasible region (Solution Set) that shows the number of sections of each class that can be offered.