Question

tìm m biết 

m + ( 2022 + n ) = 725 + (2022 + n )

mọi người giúp tôi với

 

Answer 1

\(m+\left(2022+n\right)=725+\left(2022+n\right)\)

\(\Rightarrow m+2022+n=725+2022+n\)

\(\Rightarrow m+n-n=725+2022-2022\)

\(\Rightarrow m=725\)

Answer 2

725

Answer 3

m + (2022 + n) = 725 + (2022 + n)

Ta có: m + (2022 + n) = 725 + (2022 + n)

                    2022 + n = 2022 + n

Vậy m = 725

Answer 4

m + (2022 + n) = 725 + (2022 + n)

Ta có: m + (2022 + n) = 725 + (2022 + n)

                    2022 + n = 2022 + n

Vậy m = 725

Answer 5

`m+(2022+n)=725+(2022+n)`
`m+2022+n=725+2022+n`
`m+n-n=725-2022+2022`
`m=725`

Answer 6

$m+\left(2022+n\right)=725+\left(2022+n\right)$

$\Rightarrow m+2022+n=725+2022+n$

$\Rightarrow m+n-n=725+2022-2022$

$\Rightarrow m=725$

Answer 7

$m+\left(2022+n\right)=725+\left(2022+n\right)$

$\Rightarrow m+2022+n=725+2022+n$

$\Rightarrow m+n-n=725+2022-2022$

$\Rightarrow m=725$

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