On dividing (24xy2)(z2) by 4xyz2, we get __________.
Comparing the coefficients of the different elements and dividing, we get:
244=6
xx=1
y2y=y
z2z2=1
Hence, we have 24xy2z2÷4xyz2=6y.
On dividing (24xy2)(z2) by 6yz2, we get:
On dividing (72p2q3)(r) by 24pq2, we get
On dividing (24xy2)(z2) by 6yz2, we get
On dividing 2mp2q−mqp+4npq2 by pq, what do we get?