If P(x,n)= F(x,n)+F(x^2,n)+ F(x^3,n)+……+ F(x^n,n) where F(x, n)= x mod n, (i.e.
12 Mod 5 = 2 , means if we divide 12 by 5 we get a remainder of 2)
How many values of n are there so that, P(2014,n)=n ,where n<2012?
for each matrix, state te maximin for player 1(the row player). State the minimax for player 1(the column player). Is there a saddlepoint? does either player do better than their strategy?
A car hire company has one car at each of five depost a, b,c,d,e.a customer requires a car in each town namely A,B,C,D,E distances between deposits and town are given in the following distance matrix how should the cars be assigned so as to minimize the distance travelled
a. b. c. d. e
A. 160. 130. 175. 190. 200
B. 135 120. 130. 160 175
C. 140. 110. 155. 170. 185
D. 50. 50. 80. 80. 110
E. 55. 35. 70. 80. 105
You are a property insurer and your client,Patricia, whose current wealth is 1.4million dollars wants to insure her 730000$ house. the chances of the house burning down is 1.5 in a thousand, renata's utility function is u(w)=sqrt(w).
will she buy insurance policy if you offer it to her for 1164$???
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