How do you find the product of #(9x + 1) ( 7x - 10)# using the FOIL method?

1 Answer
Mar 30, 2017

#63x^2-83x-10#
(see below for application of FOIL)

Explanation:

FOIL #(9x+1)(7x-10)#

First terms of each binomial: #color(white)("x x")9x xx 7xcolor(white)("xxxx") = color(white)("xx")63 x^2#
Outside terms of each binomial: #9x xx(-10) = -90x#
Inside terms of each binomial: #color(white)("xx")1 xx 7xcolor(white)("xxx x") = color(white)("xxx")7x#
Last terms of each binomial: #color(white)("xx x")1 xx (-10) color(white)("x")= ul(-10color(white)("x"))#
#color(white)("XXXXXXXXXXXXXXXXXXXXXXXXXXXX")63x^2-83x-10#