Let wi be a number associated with player i = 1, 2, 3. Suppose a coalition Sc{1,2,3} has value v(S) = (Eies Wi)?. (a) Find the Shapley values {$1, $2, $3} for the players when wi = 2, w2 = 3, and w3 (b) Find a general formula for øi in terms of {w1, w2, w3}. (Simplify. %3D =-1.
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- 22. The networks in parts (a) and (b) of Figure 2.23 show two resistors coupled in series and in parallel, respectively. We wish to find a general formula for the effective resistance of each network—that is, find such that . (a) Show that the effective resistance of a network with two resistors coupled in series [Figure 2.23(a)] is given by (b) Show that the effective resistance of a network with two resistors coupled in parallel [Figure 2.23(b)] is given by38. Let (a) Show that (b) Prove, by mathematical induction, thatHuman blood types are classified by three gene forms A, B, and O. Blood types AA, BB, and OO are homozygous, and blood types AB, AO, and BO are heterozygous. If p, q, and r represent the proportions of the three gene forms to the popula-tion, respectively, then the Hardy-Weinberg Law asserts that the proportion Q of heterozygous persons in any specific population is modeled by Q(p, q, r) = 2(pq + pr + qr), subject to p + q + r = 1. Find the maximum value of Q.
- Let A = (1 1 1, 1 2 2) Find R(A), R(AT), and N(A)The populations, P, of six towns with time t in years are given by 1 P=1700(0.98)t 2 P=2100(0.8)t 3 P=1400(1.189)t 4 P=700(0.78)t 5 P=1100(1.03)t 6 P=600(1.14)t Answer the following questions regarding the populations of the six towns above. Whenever you need to enter several towns in one answer, enter your answer as a comma separated list of numbers. For example if town 1, town 2, town 3, and town 4, are all growing you could enter 1, 2, 3, 4 ; or 2, 4, 1, 3 ; or any other order of these four numerals separated by commas. Which of the towns are growing? Which of the towns are shrinking? Which town is growing the fastest? What is the annual percentage growth RATE of that town? Which town is shrinking the fastest? What is the annual percentage decay RATE of that town? Which town has the largest initial population? Which town has the smallest initial population?. Considerψ ≡ (¬φ3 ∨ (φ1 ∧ φ2)) → pm+1where the φ’s are wffs and p’s are atoms as usual. Suppose φ1, φ2, and φ3 have n1, n2, and n3 modelsrespectively, where n1 > n2 > n3. Also, A = {p1, p2, p3, . . . , pm+1}, and the φ’s do not contain pm+1.Determine the range for the number of models of ψ. For simplicity, you may assume that the n’s arebounded by ranges for which you do not need to worry about floor and ceiling functions.
- The lattice points (a, b) and (m, n) are mutually visible if and only if a and b - n are relatively prime.16.Consider the circuit shown in Figure 7.1.2. Let I1, I2, and I3 be the currents through the capacitor, resistor, and inductor, respectively. Likewise, let V1, V2 and V3 be the corresponding voltage drops. The arrows denote the arbitrarily chosen directions in which currents and voltage drops will be taken to be positive. c.Use the current—voltage relation through each element in the circuit to obtain the equations (18) CV′1=I1,V2=RI2,LI′3=V3.A designer is creating various open-top boxes by cutting four equally-sized squares from the corners of a standard sheet of 8.5 inches by 11-inch paper, and then folding up and securing the resulting 'flaps' to be the sides of the box. Let x represent the varying side length of the square cutouts in inches. Let l,w, and h represent the varying length, width, and height of the box (in inches), respectively. Note that the width and length dimensions are such that w<l. Let V represent the varying volume of the box in cubic inches.
- ***PLEASE HELP WITH THE FOLLOWING AND PLEASE PROVIDE HANDWRITTEN WORK ON PAPER*** (4) Find the Wronskian for ex ,e-x ,e4xA designer is creating various open-top boxes by cutting four equally-sized squares from the corners of a standard sheet of 8.5 inch by 11 inch paper, and then folding up and securing the resulting 'flaps' to be the sides of the box. Let x represent the varying side length of the square cutouts in inches. Let l,w, and h represent the varying length, width and height of the box (in inches), respectively. Note that the width and length dimensions are such that w<l . Let V represent the varying volume of the box in cubic inches. Write formulas for length, width, and volume of the box, each in terms of x .l= w= h= V=Suppose the conjugate z is equal to the reciprocal 1/ z. What are all possible z's?