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a + b = 48 mà a = 2/3
=> b = 48 - 2/3
=> b = 142/3
b + c = 40
=> c = 40 - 142/3
=> c = -22/3
:v
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[ 1/ 25 x 26 + 1/26x27+....+ 1/29x30] x 150 + 103; 1,03 x ( x -1 ) =22
[ 1/25x26 + 1/26x27 + 1/27x28 + 1/28x29 + 1/29x30] x 150 + 103;1,03 x (x-1)=22
[ 1/650 + 1/702 + 1/756 + 1/812 + 1/870] x 150 + 103 ; 1,03 x (x-1) =22
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Ta co: \(M=\frac{2013}{123456789}+\frac{2014}{987654321}=\frac{2013}{123456789}+\frac{2013}{987654321}+\frac{1}{987654321}\)
\(N=\frac{2013}{123456789}+\frac{1}{123456789}+\frac{2013}{987654321}\)
ma \(\frac{1}{987654321}< \frac{1}{123456789}\) nen \(M< N\)
\(M=\frac{2013}{123456789}+\frac{2014}{987654321}\)
\(N=\frac{2014}{123456789}+\frac{2013}{987654321}\)
\(M=\frac{2014}{987654321}-\frac{1}{987654321}\)
\(N=\frac{2014}{123456789}-\frac{1}{123456789}\)
Ta thấy \(\frac{1}{123456789}>\frac{1}{987654321}\)
\(\Rightarrow M< N\)