Final answer:
To find the indefinite integral of (x²x - 6), the expression (x²x - 6) cannot be simplified further. We need to expand the expression and solve the resulting quadratic equation using the quadratic formula. Once the values of x are found, we can find the indefinite integral by integrating each term separately.
Step-by-step explanation:
To find the indefinite integral of (x²x - 6), we need to simplify the expression first. However, the expression (x²x - 6) cannot be simplified further. Therefore, we need to expand the expression and multiply both sides by the denominator:
x² = 0.106 (0.360 - 1.202x+x²)
Now, we have a quadratic equation that we can solve using the quadratic formula. Once the values of x are found, we can find the indefinite integral by integrating each term separately.