Giải phương trình sau

1) x³+1=2\(\sqrt[3]{2x-1}\)

2) 2(x²+2)=5\(\sqrt{x^3+1}\)

3) \(\sqrt[3]{\left(3x+1\right)^2}\)+\(\sqrt[3]{\left(3x-1\right)^2}\)+\(\sqrt[3]{9x^2-1}\)=1

4)2( x²-3x+2) =3\(\sqrt{x^3+8}\)

5)\(\sqrt{\frac{1}{2}-x}\)+\(\sqrt{\frac{1}{2}+x}\)=1

6) \(\sqrt{x-1}\)+\(\sqrt{x^3+x^2+x+1}\)=1+\(\sqrt{x^4-1}\)

7) (2x+7)\(\sqrt{2x+7}\)=x²+9x+7

8) \(\sqrt[3]{x+10}\)+\(\sqrt[3]{17-x}\)=3

giải phương trình ( e cần gấp giúp e vs ạ )

1) \(\sqrt{x}\)+\(\sqrt{3x-2}\)=x²+1

2) x²-2x-2\(\sqrt{2x+1}\)-2=0

3)x²-x+2\(\sqrt{x-1}\)=0

4) 2x²+2x-1=\(\sqrt{4x+1}\)

5) 8x²-3x+6=4x\(\sqrt{3x^2+x+2}\)

6)\(\sqrt{x-2000}\)+\(\sqrt{y-2001}\)+\(\sqrt{z-2002}\)=\(\frac{1}{2}\)(x+y+z)- 3000

7) x+4\(\sqrt{x+3}\)+2\(\sqrt{3-2x}\)=1

giải các phương trình sau

1) 15.\(\sqrt{x^3-1}\)=4x²+8

2) \(\sqrt{2x-3}\)+6=2x+\(\sqrt{x}\)

3) \(\sqrt{x-\frac{1}{x}}\)+\(\frac{4}{x}\)=x+\(\sqrt{2x-\frac{5}{x}}\)

4)\(\sqrt{5x-1}\)-\(\sqrt{x+2}\)=\(\frac{4x-3}{5}\)

5) \(\sqrt{2x-\frac{3}{x}}\)-1=\(\frac{3}{2x}\)-\(\sqrt{\frac{6}{x}-2x}\)