Question

Apply the distributive property to create an equivalent expression. 9(a + 4b + 3c)​

Answer 1

$\rm9(a + 4b + 3c) \\ 9(a) + 9(4b) \rm+ 9(3c) \\ \rm 9a + 36b + 27c \\ \therefore \tt9(a + 4b + 3c) = 9a + 36b + 27c$