\(\dfrac{9\left(3651-4^3.5^2+x\right)}{3^2}=5702.9\)
\(x+2051=51318\)
\(x=49267\)
`3651-4^3 . 5^2 +x:3^2 = 5702`
`=>3651-64 . 25 +x:9 = 5702`
`=>3651-1600 +x:9 = 5702`
`=>2051+x:9 = 5702`
`=>x:9 = 5702-2051`
`=>x:9 = 3651`
`=>x = 3651xx9`
`=>x=32859`
3651-43 .52 +x:32 = 5702
3651-64.25+x:9=5702
3651-1600+x:9=5702
2051+x:9=5702
x:9=5702 - 2051
x:9=3651
x:9=3651x9
x=32859
`3651 - 4^3 . 5^2 + x : 3^2 = 5702`
`=> 3651 - 64 . 25 + x : 9 = 5702`
`=>3651 - 1600 + x : 9 = 5702`
`=> 2051 + x : 9 = 5702`
`=> x:9 = 5702 - 2051`
`=> x : 9 = 3651`
`=> x = 3651 xx 9`
`=> x = 32859`
3651-\(4^3.5^2\)+\(x:3^2\)=5702
3651-\(64.25+x=5702\times99\)
x+3851-1600=564498
x+3851=564498+1600
x+3851=566098
x=566098-3851
x=562247
với cả cái này làm gì phải toán 5 toán 6 mà bạn?
`3 651 - 4^3 . 5^2 + x : 3^2 = 5 702`
`<=> 3 651-64 . 25 + x:9=5 702`
`<=>3651-1600 + x :9=5 702`
`<=>x:9=5702`
`<=>x:9=3651`
`x=32859`
4 và 5