Two players play a game which involves holding out a nickel or a dime simultaneously. If the sum of the coins is more than 10 cents, Player I gets both the coins; otherwise, Player II gets both the coins Find the optimal strategy for the column player.

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Q: 1 X2 X3 - 6x4 -1+x22x3 2x12x2 – 821 3, -3, = 6.

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Q: (c) Conclude that T is orthogonally diagonalizable.

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Q: Let f(x) = cos (4x³) - 1 x5

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Q: Hiwo solve the P. D. E Ихх+ Це уу=0 Uxx s.t и со, у) =o и (4,у) =12+У Ч (х,о) = 3Х и (х, 4) = х2 h=1

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Q: If v = -2 4 and w = 4 11 3 " compute proj(w) and proj(w).

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Q: Determine the value of [3125) 4 625 37 20

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