divide the following by the method of factorisation 15pq(49p2 - 3672) = 3pq(7p - 69)
121xy2(6z - 42) - 11xy(z-7)
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15pq(49p²-3672)=3pq(7q-69)
735p³q-55080pq=21pq²-207pq
735p³q-55080pq+207pq=21pq²
735p3q-54873pq=21pq²
735-54873=21pq²-p³q+pq
54138/21=-p³q+pq²+pq
2578=-p³q+pq²+pq
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