Subtract x3-y3+2fromx3+y3+3xy+1 using horizontal method.
Given that: Subtract x3-y3+2fromx3+y3+3xy+1using the horizontal method.
Subtracting x3-y3+2fromx3+y3+3xy+1:
=x3+y3+3xy+1-(x3-y3+2)
=x3+y3+3xy+1-x3+y3-2=x3-x3+y3+y3+3xy+1-2=0+2y3+3xy-1
=2y3+3xy-1
Therefore, we get 2y3+3xy-1
Question 58 (c)
Subtract:
−4x2y−y3 from x3+3xy2−x2y.