rewrite the terms in proper order and then divide:
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The given polynomial 12+10y
3
+10y
2
+8y−2 can be rewritten as 10y
3
+10y
2
+8y+10.
We now divide 10y
3
+10y
2
+8y+10 by (y
2
−y+6) as shown in the above image:
From the division, we observe that the quotient is 10y+20 and the remainder is −32y−110.
Hence, the quotient is 10y+20 and the remainder is −32y−110.
solution
Step-by-step explanation:
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