Evaluate: (iii) (8a+15b)−(3b−7a)
Step: Simplify the expression
By grouping the terms having the same literals and adding, we get,
(8a+15b)−(3b−7a)=8a+15b−3b+7a
=(8a+7a)+(15b−3b)
=a(8+7)+b(15−3)
=15a+12b
Hence, (8a+15b)−(3b−7a)=15a+12b
(7a2−63b2)=?(a) (7a−9b)(9a+7b)(b) (7a−9b)(7a+9b)(c) 9(a−3b)(a+3b)(d) 7(a−3b)(a+3b)