On dividing the quotient of ( ab2pq÷2bp) , by 12, we get,
abq2
abq4
abq
1abq
We first divide ab2pq by 2bp.
ab2pq2bp = abq2
The quotient so obtained is abq2.
Now, we shall divide the above by 12.
abq212 = abq2×2 = abq
When we divide 3t4+5t3−7t2+2t+2 by t2+3t+1, we get 3t2−4t+2 as quotient.