Final answer:
To solve the equation x⁴/x = 3, simplify it to x³ = 3 and then find the cube root of both sides. The solution is x = ∛3.
Step-by-step explanation:
To solve the equation x⁴/x = 3, we can first simplify it by canceling out one 'x' from the numerator and denominator. This leads to x³ = 3. The next step is to find the cube root of both sides to get the value of x. Therefore, x = ∛3, which is approximately 1.4422.
However, since the instructions ask for an integer or a simplified fraction, we can leave our answer as x = ∛3.