\((2x-1)^2=25\)
\((2x-1)^2=5^2\) hoặc \((2x-1)^2=(-5)^2\)
\(2x-1=5\) hoặc \(2x-1=-5\)
\(@TH1:2x-1=5=>2x=6=>x=3\)
\(@TH2:2x-1=-5=>2x=-4=>x=-2\)
( 2x - 1 ) 2 = 25
( 2x - 1 ) 2 = 52
2x - 1 = 5
2x = 6
x = 3
`(2x-1)^2=25`
`(2x-1)^2 =` \(\pm5\)
`@TH1:`
`2x-1=5`
`2x=5+1`
`2x=6`
`x=6:2`
`x=3`
@TH2:`
`2x+1=-5`
`2x=-5+1`
`2x=-4`
`x=-4:2`
`x=-2`
Vậy `S = {3;-2}`