a\(\sqrt{x}=4\) => \(x=4^2\)=16
b \(\sqrt{x+1}=5\) thì \(x+1=5^2\)=25 hay x=24
c \(\left(x+1\right)^2=1\) =>\(\left(x+1\right)=1\) hay x=0
Cho mình 1 đúng đi
\(\sqrt{x}\)=4 => x= \(\left(\sqrt{4^{ }}\right)\)^2=4^2=16
\(\sqrt{x+1}\)=5 => \(\left(\sqrt{x+1}\right)\)^2=25
<=> x+1=25 => x=24
(x+1)^2= 1
TH1: x\(\ge\)0 => x+1=1 <=> x=0
TH2: x<o => x+1=-1 <=> x=-2