How do you multiply #(7n+5)(4n+6)#?
1 Answer
Apr 28, 2017
Explanation:
Each term in the second bracket is multiplied by each term in the first bracket as shown below.
#(color(red)(7n+5))(4n+6)#
#=color(red)(7n)(4n+6)color(red)(+5)(4n+6)#
#=(color(red)(7n)xx4n)+(color(red)(7n)xx6)+(color(red)(5)xx4n)+(color(red)(5)xx6)#
#=28n^2+42n+20n+30#
#=28n^2+62n+30#