Question 84 (iii)
Simplify
(79a+97b)2−ab
We have, (79a+97b)2−ab =(79a)2+(97b)2+2×79a×97b−ab [using the identity, (a+b)2=a2+b2+2ab] =4981a2+8149b2+2ab−ab=4981a2+ab+8149b2
Question 2 (iii) Simplify : (√5+√2)2 .
Question 3 (iii) Simplify:
11121114
Question 84 (x)
(b2−49)(b+7)+343
Question 84 (ix)
(a−b)(a2+b2+ab)−(a+b)(a2+b2−ab)