\(\frac{2015}{-2014}\)>\(\frac{-2016}{2015}\)
\(\frac{2015}{-2014}\)>\(\frac{-2016}{2015}\)
so sanh a=2004^2016+1/2004^2015+1 va b=2004^2015+1/2004^2014+1
Tinh A= 2014/2015+2015/2016+2016/2017+2017/2014 hay so sanh A voi 4
so sanh a= 2015^2014+1/2015^2014-1 va b= 2015^2014-1/2015^2014-3
So sanh
A=2015^2015 + 1/ 2016^2016 + 1
B=2015^2014 + 1/ 2015^2015 + 1
so sanh (20^2015+11^2015)^2016 va (20^2016+11^2016)^2015
A=\(\frac{2014+2015}{2016+2017}\) va B=\(\frac{2014}{2016}\)+\(\frac{2015}{2017}\) SO SANH A VA B
so sanh a và b biết a =2013/2014+2014/2015+2015/2016
và biết b = 2013+2014+2015/2014+2015+2016
so sanh A = \(\frac{10^{2014}+2016}{10^{2015}+2016}vàB=\frac{10^{2015}+2016}{10^{2016}+2016}\)
A=(1+1/2015)×(1+1/2015^2)+...+(1+1/2015^2016)
So sanh voi B=2015^2-1/2014^2-1