SOLUTION: evaluate; 2^square root of x + 3square root of x = 9 ---------- This equation can be solved by graphing. 2^(sqrt x) =- 3sqrt(x) = 9

Algebra.Com
Question 56921: evaluate; 2^square root of x + 3square root of x = 9
----------
This equation can be solved by graphing.
2^(sqrt x) =- 3sqrt(x) = 9

Answer by stanbon(75887)   (Show Source): You can put this solution on YOUR website!
This equation can be solved by graphing.
2^(sqrt x) = -3sqrt(x) + 9
Using a graphing calculator and letting
Y1= 2^(sqrt x)
Y2= 9-3sqrt (x)
The intersection of these two curves is:
x=3.3185408
Cheers,
Stan H.

RELATED QUESTIONS

I'm so confused 2 ^3square root of x = ^3square root of... (answered by Alan3354)
Hi, I am having doubts that I solved this problem correctly. Here is my work. (square... (answered by Alan3354,stanbon)
Here's an equation: x=sqrt(15-2x) This is how I solved it: x^2=15-2x... (answered by jim_thompson5910)
(3Square root of 2 -9)(3 square root of 2+9) HOW DO I SOLVE THAT (answered by richwmiller)
let f(x) = x/^3square root of x^2 + 4, find... (answered by Alan3354)
Graph each function on the same graph y=square root of x-6 y=square root of x+8 y=2/3 (answered by Alan3354)
Please show me how to rationalize the denominator for these questions: a^2/square root... (answered by lynnlo)
find the square root of x^2+2x+1=9 (answered by richwmiller)
3(x-9/2)= square root of... (answered by TimothyLamb)