what value of p gives p^{2} =44?
and the explanation there i have quoted here
Suppose p divides q−1 then there is a unique nonabelian group of order pq,obviously upto isomorphism.
option 2 => 54
can be written as 2 * 3^{3}
p =27 and q-1 = 2-1 =1
27 divides 1 so 54 can be order of non abelian right