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1. Consider a schools problem with seven applicants { a1, (2, a3, 04, a5, 06, a7 } and three schools { $1, $2, $3). 01

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1. Consider a schools problem with seven applicants { a1, (2, a3, 04, a5, 06, a7 } and three schools { $1, $2, $3). 01 : 81, 82, 53 51 : 03, 01, 05, 02, 04, 06, 07 02 : 81, 82, 53 82 : 04, 06, 01, 02, 07, 03, 95 03 : 83, 81, 52 53 : 07, 02, 01, 03, 05, 04, 06 04 : 83, 81, 52 as : 53, 52, 51 a6 : 51, 82, 53 07 : 83, 51, 52 Schools s, has a capacity of 4, school s, has a capacity of 2, and school s3 has a capacity of 1. That is, 981 = 4, 982 = 2, and 983 = 1. (a) Compute the (applicant-proposing) DA outcome. (b) Compute the IA outcome. (c) Compute the TTC outcome. (d) Compute the EADA outcome

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