Rationalizing the Denominator
1/sqrt3
sqrt3/3
x^2+5x-24=0
x=3 or x=-8
sqrtx=4
x=16
x^2=4
x=+-2
1/x+1/2=5/6
x=3
x^4-5x^2+4=0
x=-2, -1, 1, 2
5/sqrt5
sqrt5
4x^2+12x+9=0
x=-3/2
sqrt(x-3)=6
x=39
(x-8)^2=36
x=2 or x=14
1/(x-1)=2/(x+2)
x=4
x^4-10x^2+9
x=-3, -1, 1, 3
1/root4(3
root4(3)^3/3
9a^2-12a-5=0
x=-1/3 or x=5/3
sqrt(x-6)=x
x=3
x^2-9=16
x=+-5
x/(x+1)+2/(x-3)=1
x=-5
x^4-9x^2+14=0
x=+-sqrt2
x=+-sqrt7
a/root3(ab)
root3(ab)^2/b
x^2-3x+2=1
x=(3+-sqrt5)/2
sqrt(x+1) = x – 5
8
(x-2)^(3)=8
x=4
x/(x+2)+1/(x-4)=6/((x+2)(x-4))
x=-1
x^(1/2)-3x^(1/4)-4=0
x=256
(5a)/root5(a)^3
5root5a^2
x^2+4x+5
-2+-i
sqrt(x+3)=x-9
x=13
(x+2)^(3/2)=8
x=2
(x+5)/(x-2)=5/(x+2)+28/(x^2-4)
x=-4
x^(1/3)-2x^(1/6)-3=0
x=729