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1-x-2a(1-x)

1−x−2a(1−x) 1-x-2 a(1-x)

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Evaluate numerical expressions involving integersright chevron icon

Full solution

Q. 1−x−2a(1−x) 1-x-2 a(1-x)
  1. Distribute Multiplication Over Subtraction: Distribute the multiplication over the subtraction inside the parentheses. This means we need to multiply −2a-2a by both 11 and −x-x.\newlineCalculation: −2a×1=−2a-2a \times 1 = -2a and −2a×(−x)=2ax-2a \times (-x) = 2ax.
  2. Rewrite Expression with Distributed Terms: Rewrite the expression with the distributed terms.\newlineCalculation: 1−x−2a+2ax1 - x - 2a + 2ax.
  3. Combine Like Terms: Combine like terms if possible. In this case, there are no like terms to combine.\newlineCalculation: The expression remains 1−x−2a+2ax1 - x - 2a + 2ax.
  4. Final Simplification: The expression is simplified as much as possible, and no further operations can be performed.\newlineCalculation: The final expression is 1−x−2a+2ax1 - x - 2a + 2ax.

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