Question

Question 71

In the following question, state whether the statement is True (T) or False (F):

Common factors of $11p{q}^2,121p^2{q}^3,1331p^{2}q$ is $11p^2{q}^2.$

Answer 1

False
We have,
$11p{q}^2=11\times p\times q\times q$
$121p^2{q}^3=11\times 11\times p\times p\times q\times q\times q$
$1331p^{2}q=11\times 11\times 11\times p\times p\times q$
$\therefore$ Common factor $=11\times p\times q=11pq$