Answer:
To simplify the given expression: X + 1 1 - X 1 + X + x square x minus x + x square 1 + X raised to power 6, let's break it down step by step.
1. Start by simplifying the expressions within the brackets.
- X + 1 1 - X simplifies to 1.
- 1 + X simplifies to X.
- x square x minus x + x square simplifies to 2x^3 - x.
- 1 + X raise to the power 6 simplifies to (1 + X)^6.
2. Combine the simplified expressions.
The expression becomes:
1 * X * (2x^3 - x) * (1 + X)^6
3. Simplify further if possible.
- 1 * X simplifies to X.
- (2x^3 - x) remains the same.
- (1 + X)^6 cannot be simplified further unless specific values are assigned to X.
Therefore, the simplified expression is X * (2x^3 - x) * (1 + X)^6.
