(13x-122):5=5
13x-122 = 5 . 5
13x-122 = 25
13x = 25 + 122
13x = 169
x = 169 : 13
x = 13
Vậy x = 13
3x[82-2.(25-1) ]=2022
3x [ 82-2.31 ]= 2022
3x [64 -62 ] = 2022
3x . 2 = 2022
3x = 2022 : 2
3x = 1011
x = 1011 : 3
x = 337
Vậy x = 337
(13x - 12^2) : 5 = 5
(13x - 144) : 5 = 5
13x - 144 = 5 x 5
13x - 144 = 25
13x = 25 + 144
13x = 169
x = 169 : 13
x = 13
Vậy x = 13
3 x [8^2 - 2 x (2^5 - 1)] = 2022
3x [64 - 2 . (32 - 1)] = 2022
3x [64 - 2 . 31] = 2022
3x [64 - 62] = 2022
3x . 2 = 2022
3x = 2022 : 2
3x = 1011
x = 1011 : 3
x = 337
Vậy x = 337
`text{a}``(13x - 122) : 5 = 5`
`<=> 13x - 122 = 25`
`<=> 13x - 144 = 25`
`<=> 13x = 169`
`<=> x = 169 : 13`
`<=> x = 13`
3x [82 - 2 . (25 - 1)] = 2022
`text{b}``3x [82 - 2 . (25 - 1)] = 2022`
`<=> 3x [64 - 2 . (32 - 1)] = 2022`
`<=> 3x [64 - 2 . 31] = 2022`
`<=> 3x [64 - 62] = 2022`
`<=> 3x . 2 = 2022`
`<=> 3x = 1011`
`<=> x = 1011 : 3`
`<=> x = 337`
a) \(\left(13x-12^2\right):5=5\)
\(13x-12^2=5.5\)
\(13x-144=25\)
\(13x=25+144\)
\(13x=169\)
\(x=13\)
Vậy x = 13
b) \(3x\left[8^2-2.\left(2^5-1\right)\right]=2022\)
\(3x\left[64-2.\left(32-1\right)\right]=2022\)
\(3x\times2=2022\)
\(3x=1011\)
\(x=337\)
Vậy x = 337