(10.) (a2+a+1) (a−1). (11.) (2x-3y) (3x—2y). (9.) (a+b)1. Ans. a+4a3b+6a2b2+4ab3+b1. Ans. a3-1. Ans. 6x2-13xy+6y2. (12.) (2a+b) (a+2b). Ans. 2a2+5ab+26o. (13.) (a2+b2) (a+b). Ans. as+ab+ab2+b3. (14.) (x1+x3y+x2y2+xy3+y1) (x−y). Ans. 25-y5. (15.) (a−b) (a+b) (a−b) (a+b). Ans. a4-2a2b2+b1. (16.) (a2+b2) (a—b). Ans. a3-a2b+ab2-b3. (17.) (a2-2ab+b2) (a−b). Ans. as-3a2b+3ab2-b3. (18.) (a+2b-3c) (a-2b+3c). Ans. a-4b2+12bc-9c2. (19.) (25+x+x3+x2+x+1) (x−1). (20.) (1+x-3x2+2x) (2+2x+x3). Aus. 26-1. Ans. 2+4+6x-2x2+x5-5x+x7. 7. 3a-2b)6a2-13ab+6b2 (2a-3b 6a2-4ab -9ab6b2 x3 —x2b+cx) x3y—x1by+cx3y (x2y 2a+3b) 6a3+8a2+9ab+12b (3m+4 6a3 +9ab xy+2y2 10. x—y) x3+x2y—xy2—y3 )x2+2xy+y2 11. x+2y-3z) x2-4y2+12yz—9z2 (x−2y+3z x2+2xy-3xz 13. a-1) a6-1 (a5+a+a3+a2+a+1 a6-a5 |