State whether the statements are true (T) or false (F).
Common factor of 11pq2, 121p2q3, 1331p2q is 11p2q2.
Common factors of 11pq2, 121p2q3 and 1331p2q can be found out as:
Common factors (11pq2, 121p2q3, 1331p2q) = Common factors (11×pq, 11×11p2q3, 11×121p2q)
⇒ Common factors (11pq2, 121p2q3, 1331p2q) = 11
[∵, 11 divides all the three term 11pq2, 121p2q3 and 1331p2q; p divides all the three terms 11pq2, 121p2q3 and 1331p2q; and q divides all the three terms 11pq2, 121p2q3 and 1331p2q]
Hence, the statement is false.
Couldn't generate an explanation.
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