Ta có `:`
`a = 2013 xx 2013`
`= 2013 xx ( 2017-4)`
`=2013xx2017-4xx2013`
`=(2009+4)xx2017-4xx2013`
`=2017xx2009+4xx2017-4xx2013`
`= 2017xx2009 +4xx(2017-2013)`
`= 2017xx2009 + 4xx4`
`= 2017xx2009+16`
Do `2017xx2009+16` `> 2017 xx 2009` nên `a > b`
\(b=2009\cdot2017=2013^2-16< 2013^2=a\)
a,2013x2013
=(2009+4)x2013
=2009x2013+8052
b,2009x2017
=2009x(2013+4)
=2019x2013+8036
Vì 2019x2013+8052>2019x2013+8052 hay A>B