$2$uestion $9(1$ point$)$

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Consider the two$-$sided matching model where $n=10($i$.$e$.,$ we have $10$ applicants and $10$ hospitals$),$ and let $P$ be the given preference profile. Suppose that $($according to $P)$ no two applicants have the same first$-$choice hospital.

You are not given any more information.

The total number of proposals entailed by the applicant$-$proposing GS algorithm

is less than $10.$

equals $10.$

is greater than $10.$

Question $10(1$ point$)$

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