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4047991- 2010 . 2009 / 4050000 - 2011 . 2009
=9901/9901
=1
![](https://rs.olm.vn/images/avt/0.png?1311)
\(A=\frac{4047991-2010.2009}{4050000-2011.2009}\)
\(\Rightarrow A=\frac{404791-2010.2009}{4047911+2009-2011.2009}\)
\(\Rightarrow A=\frac{4047911-2010.2009}{4047911-2010.2009}\)
\(\Rightarrow A=1\)
Vậy A = 1
~Study well~
#๖ۣۜNamiko#
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\(a,=72\cdot\left(-200\right)=-14400\\ b,=\left(125\cdot8\right)\left[\left(-5\right)\left(-20\right)\right]=1000\cdot100=1000000\)
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\(a,=\left(123-123\right)+\left(54+46\right)=100\\ b,=\left(-64+64\right)+\left(71-111\right)=-40\)
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#\(N\)
`a, -677*54+54.(-125)+2.54`
`=54.(-677+-125+2)`
`=54.(-800)`
`=-43200`
`b, -(324-267+252)+(133-76)`
`=-324+267-252+133-76`
`= (-324+-76)+(133+267)-252`
`=-400+400-252`
`=-252`
a: =54(-677-125+2)
=54*(-800)
=-43200
b: =-324+267-252+133-76
=-400+400-252
=-252
\(A=\frac{4047991-2010.2009}{4050000-2011.2009}=\frac{4047991-2010.2009}{4050000-\left(2010+1\right).2009}=\frac{4047991-2010.2009}{4050000-\left(2010.2009+1.2009\right)}\)
\(=\frac{4047991-1}{4050000-\left(1+2009\right)}=\frac{4047990}{4050000-2010}=\frac{4047990}{4047990}=1\)