Question 57 (e)
Add the following expression:
x3y2+x2y3+3y4 and x4+3x2y3+4y4
We have, (x3y2+x2y3+3y4)+(x4+3x2y3+4y4)= x3y2+x2y3+3y4+x4+3x2y3+4y4 On combining the like terms. = x3y2+x2y3+3x2y3+x4+3y4+4y4= x4+7y4+x3y2+4x2y3
Question 57 (f)
p2qr+pq2r+pqr2and−3pq2r−2pqr2
Question 57 (b)
x3−x2y−xy2−y3 and x3−2x2y+3xy2+4y