Questions: 5.5-34,325.5 x^-2=0 x=

Solution Steps

To solve the equation $5.5 - 34,325.5 x^{-2} = 0$, we need to isolate $x$. First, move the term involving $x$ to the other side of the equation. Then, solve for $x^{-2}$ and take the reciprocal to find $x^2$. Finally, take the square root to find $x$.

Start with the equation: $$5.5 - \frac{34325.5}{x^2} = 0$$

Rearrange to isolate the term with $x$: $$\frac{34325.5}{x^2} = 5.5$$

Multiply both sides by $x^2$ and divide by 5.5: $$x^2 = \frac{34325.5}{5.5}$$

Calculate the right-hand side: $$x^2 = 6241$$

Take the square root of both sides: $$x = \pm \sqrt{6241}$$

Calculate the square root: $$x = \pm 79$$

Final Answer