What could be the value of x in the following equation? Select all that apply.

To solve the equation 3√(1/8), we first evaluate √(1/8). This can be simplified as follows:

1. Calculate √(1/8):

– We can rewrite 1/8 as (1/2)^3, so √(1/8) can be expressed as √((1/2)^3).

– Therefore, √(1/8) = (1/2)^(3/2) = (1/2)^(1.5) = 1/(2√2).

2. Multiply by 3:

– 3√(1/8) = 3 × (1/2√2) = 3/(2√2).

Now, let’s analyze the options given:

– 1/2: This value is not equal to 3√(1/8).

– -3√(1/8): This value is the negative of 3√(1/8) and is not a solution.

– -1/2: This value is not equal to 3√(1/8) either.

Thus, none of the provided options 1/2, -3√(1/8), and -1/2 are equal to the computed value of 3√(1/8).

The value of x from the equation does not include any of the options provided. If you need to evaluate further or