APFIVE Solving a Radical Equation
Solve for x in the equation
$$\frac{2*x}{\sqrt{x^2+5}}=4.$$
Show your steps and conclude if there exists any real solution.
| x | Computed Value of Derivative |
|---|---|
| 1 | Value A |
| 2 | Value B |
| 3 | Value C |
This table provides sample evaluations for the derivative defined by $$\frac{2*x}{\sqrt{x^2+5}}$$.
A
$$x=-5$$
B
No real solution
C
$$x=5$$
D
$$x=0$$
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