Which of the following represents 3 x to the 5 sevenths power in radical form?

To express 3x^(5/7) in radical form, we follow these steps:

• The exponent of 5/7 can be separated into a whole number part and a fractional part.
• The whole number 0 (which is understood, as any number raised to the power of 0 is 1) does not change our expression, and we focus on the 5/7.
• The denominator of the fraction (7) indicates the root we want to take, and the numerator (5) indicates the power to which we’ll raise it after taking the root.

Thus, in radical form, 3x^(5/7) is represented as:

• 3√(x⁵)

Therefore, you can write it as:

• 3√(x⁵) or it can also be written as 3 * (x⁵)^(1/7).

This is the representation of 3x^(5/7) in radical form.