On dividing 2mp2q−mqp+4npq2 by pq, what do we get?
2m−p+4n
2np−m+4mq
2mq−m+4np
2mp−m+4nq
2mp2q−mqp+4npq2pq
= 2mp2qpq−mqppq+4npq2pq
= 2mp−m+4nq
On dividing (72p2q3)(r) by 24pq2, we get
Why do we draw Q′Pm∥QPm+n, while constructing the section of the line PQ in the ratio m:n?
On dividing (24xy2)(z2) by 6yz2, we get