When we raise (2x^3) to the fourth power, we multiply it by itself four times.
(2x^3)^4 = (2x^3) * (2x^3) * (2x^3) * (2x^3)
To simplify this expression, we will multiply the coefficients and add the exponents:
= 2^4 * (x^3)^4 = 16 * x^(3*4) = 16 * x^12
Therefore, (2x^3)^4 simplifies to 16x^12.
(2x^3)^4
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