There are 5 different shirts ′P′ to ′T′ placed in a row for a hanger (not necessarily in alphabetical order). If the shirt ′Q′ is exactly placed between ′R′ and ′S′, ′R′ is not at either extreme, and ′P′ is somewhere between ′S′ and ′T′, then which shirt is placed in the middle.

There are 5 different shirts ′P′ to ′T′ placed in a row for a

1.	There are 5 different shirts ′P′ to ′T′ placed in a row for a hanger (not necessarily in alphabetical order). If the shirt ′Q′ is exactly placed between ′R′ and ′S′, ′R′ is not at either extreme, and ′P′ is somewhere between ′S′ and ′T′, then which shirt is placed in the middle.
Answer» There are $5$ different shirts $^{'} P^{'}$ to $^{'} T^{'}$ placed in a row for a hanger (not necessarily in alphabetical order). If the shirt $^{'} Q^{'}$ is exactly placed between $^{'} R^{'}$ and $^{'} S^{'}$ , $^{'} R^{'}$ is not at either extreme, and $^{'} P^{'}$ is somewhere between $^{'} S^{'}$ and $^{'} T^{'}$ , then which shirt is placed in the middle.