SOLUTION: (x^(3/2))+(2/the square root of 3)^2
Algebra.Com
Question 50339: (x^(3/2))+(2/the square root of 3)^2
Answer by image_lif(4) (Show Source): You can put this solution on YOUR website!
x^3/2+(2/sqrt of 3)^2=0 your eq'n.
(x^3)^1/2+(4/3)=0 simplify
[x((x)^1/2)]^2=[-4/3]^2 sqr both side of the eq'n
x^2(X)=16/9
x^3=16/9 raise both side to 1/3 to get rid of cube root
x=(16/9)^1/3 simplify then you will get
x=2(2/9)^1/3
RELATED QUESTIONS
square root of x+7=square root of 2x-3 (+2) not under the square... (answered by lynnlo)
square root of 2 * square root of 3* x... (answered by 303795)
The square root of x... (answered by Fombitz)
x^2=Square root of... (answered by Fombitz)
If x = square root of 3 +square root of 2 divided by square root of 3 - square root of 2... (answered by Alan3354)
1+(1/x^2)=(3/x)
what are the solutions to the equation?
A. x=(3/2)+(square root of... (answered by Fombitz)
1+(1/x^2)=(3/x)
what are the solutions to the equation?
A. x=(3/2)+(square root of... (answered by Theo)
square root of x^3 over cube root... (answered by arallie)
Please simplify.
4 x the square root of -3 + 2 x the square root of... (answered by stanbon)