Question 4 (b)
Identify terms which contain y2 and give the coefficient of y2. (i) 8–xy2 (ii) 5y2+7x (iii) 2x2y–15xy2+7y2
S.NO.ExpressionTerm contains y2Coefficient of y2(i)8–xy2–xy2–x(ii)5y2+7x5y25(iii)2x2y–15xy2+7y2–15xy2;7y2–15x;7
(a) Identify terms which contain x and give the coefficient of x.
(i) y2x + y (ii) 13y2− 8yx (iii) x + y + 2
(iv) 5 + z + zx (v) 1 + x+ xy (vi) 12xy2 + 25
(vii) 7x + xy2
(b) Identify terms which contain y2 and give the coefficient of y2.
(i) 8 − xy2 (ii) 5y2 + 7x (iii) 2x2y −15xy2 + 7y2
Question 3 (i)
Subtract:
−5y2 from y2