- 5 On 1 0 1 Let S W 100 1 If The Difference W 100 Is Greater Than A We Get Ae And We Pay Aes Otherwise Whe 1 (19.78 KiB) Viewed 319 times
5. On 1 = [0,1] let S(w) = 100-1. If the difference (w) - 100 is greater than a, we get ae and we pay aes otherwise, whe
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5. On 1 = [0,1] let S(w) = 100-1. If the difference (w) - 100 is greater than a, we get ae and we pay aes otherwise, whe
5. On 1 = [0,1] let S(w) = 100-1. If the difference (w) - 100 is greater than a, we get ae and we pay aes otherwise, where a is a positive number. Denote the result of this game by H(w). a) Let a = 10. Find the form of H. b) Find the expectation of H for arbitrary a. b) For which a the expectation of H is largest?
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