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A2+B2−ABA^2 + B^2 - AB

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Full solution

Q. A2+B2−ABA^2 + B^2 - AB
  1. Identify Expression: Step Title: Identify the Expression\newlineConcise Step Description: Recognize the type of algebraic expression given.\newlineStep Calculation: The expression is A2+B2−ABA^2 + B^2 - AB.\newlineStep Output: Expression identified as a quadratic in terms of AA and BB.
  2. Rearrange Terms: Step Title: Rearrange the Terms\newlineConcise Step Description: Rearrange the terms to make it easier to factor.\newlineStep Calculation: Rewrite as A2−AB+B2A^2 - AB + B^2.\newlineStep Output: Expression rearranged to A2−AB+B2A^2 - AB + B^2.
  3. Factor Using Formula: Step Title: Factor Using a Formula\newlineConcise Step Description: Apply the formula for factoring a quadratic expression.\newlineStep Calculation: Factored form is (A−B)2(A - B)^2.\newlineStep Output: Factored form: (A−B)2(A - B)^2.

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