How do you reduce #7y + 2y^2 - 7# by #3 - 4y#?

1 Answer
Jun 24, 2015

#11y +2y^2-10# is #(3-4y)# less than #7y+2y^2-7#;
that is, if you reduce #7y+2y^2-7# by #3-4y# you get #11y+2y^2-10#

Explanation:

The phrasing is a little unusual but "reducing" A by B means subtracting B from A.

#(color(red)(7y+2y^2-7)) - (color(blue)(3-4y))#

#=color(red)(7y)color(blue)(+4y) + 2y^2 color(red)(-7) color(blue)(-3)#

#=11y - 2y^2 -10#