Question

given $x^2 = 64$, solve the equation by inspection. use the keypad to enter your answer in the box. additional symbols can be found using the drop - down arrows at the top of the keypad. - the value of the constant in the equation is, $square$. - the solutions of the equation are: $x = square$ and $x = square$

Explanation:

Step1: Identify the constant

The constant in $x^2=64$ is 64.

Step2: Find positive solution

Find $x$ where $x^2=64$: $x=\sqrt{64}=8$

Step3: Find negative solution

Negative square also satisfies: $x=-\sqrt{64}=-8$

Answer:

The value of the constant in the equation is, 64.
The solutions of the equation are: $x=8$ and $x=-8$