so sanh :\(\sqrt{1999}+\sqrt{2001}..va..2\sqrt{2000}\)
So sanh: x=\(\sqrt{2019}\)va y=\(2\sqrt{2018}-\sqrt{2017}\)
so sanh \(\sqrt{2006}+\sqrt{2008}\) va \(2\sqrt{2007}\)
so sanh 3+\(2\sqrt{2}\)va 7-\(\sqrt{3}\)
1`)So Sanh
a)\(\sqrt{24}+\sqrt{45}\) va 12
b)\(\sqrt{37}-\sqrt{15}\)va 2
giup mk voi nhe
so sanh : A=\(\sqrt{11+\sqrt{96}}\) va B=\(\frac{2\sqrt{2}}{1+\sqrt{2}-\sqrt{3}}\)
\(\sqrt{24}+\sqrt{63}+3\)va 16 .so sanh
so sanh a)\(x=\sqrt{12}+\sqrt{10}vsy=\sqrt{8}+\sqrt{15}\)
So sanh \(A=\sqrt[1995]{1996!}\) va \(B=1+\sqrt[1995]{1995!}\)