\(M=\frac{2009^{2009}+1}{2009^{2010}+1}=\frac{2009^{2009}+1}{2009.2009^{2009}+1}=\frac{1}{2009}\)
\(N=\frac{2009^{2010}-2}{2009^{2011}-2}=\frac{2009^{2010}-2}{2009.2009^{2010}-2}=\frac{1}{2009}\)
Vậy N=M
So sánh M và N
M=\(\frac{2009^{2009}+1}{2009^{2010}+1}\)
N=\(\frac{2009^{2010}-2}{2009^{2011}-2}\)
So sánh : M = 2009^2009 + 1 / 2009^2010 + 1 và N = 2009^2010 - 2 / 2009^2011 - 2
So sánh:
A=\(\frac{2009^{2009}+1}{2009^{2010}+1}\)và B=\(\frac{2009^{2010}-2}{2009^{2011}-2}\)
So sánh
M=\(\frac{2009^{2009}+1}{2009^{2010}+1}\)
N=\(\frac{2009^{2010}-2}{2009^{2011}-2}\)
A=\(\frac{2009^{2009}+1}{2009^{2010}+1}\)
B=\(\frac{2009^{2010}-2}{2009^{2011}-2}\)
so sánh A và B
so sánh \(\frac{-22}{45}\)và\(\frac{-51}{103}\)
so sánh \(\frac{2009^{2009}+1}{2009^{2010}+1}\)và\(\frac{2009^{2010}-2}{2009^{2011}-2}\)
so sánh A=\(\frac{2009^{2009}+1}{2009^{2010}+1}\)B=\(\frac{2009^{2010}-2}{2009^{2011}-2}\)
So sánh : \(A=\frac{2009^{2009}+1}{2009^{2010}+1}\)và \(B=\frac{2009^{2010}-2}{2009^{2011}-2}\)
Giải hẳn ra nhé
So sánh \(A=\frac{2009^{2009}+1}{2009^{2010}+1}\)và \(B=\frac{2009^{2010}-2}{2009^{2011}-2}\)
