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Which property of equality is shown below?\newlineIf: 60=63f-60 = -63f\newlineThen: 6032=63f32\frac{-60}{-32} = \frac{-63f}{-32}\newlineChoices:\newline(A) Addition Property of Equality\newline(B) Subtraction Property of Equality\newline(C) Multiplication Property of Equality\newline(D) Division Property of Equality

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Q. Which property of equality is shown below?\newlineIf: 60=63f-60 = -63f\newlineThen: 6032=63f32\frac{-60}{-32} = \frac{-63f}{-32}\newlineChoices:\newline(A) Addition Property of Equality\newline(B) Subtraction Property of Equality\newline(C) Multiplication Property of Equality\newline(D) Division Property of Equality
  1. Analyze Equations: Analyze the given equations.\newlineIf: 60=63f-60 = -63f\newlineThen: 6032=63f32\frac{-60}{-32} = \frac{-63f}{-32}\newlineWhich operation is used on both sides of the equation?\newlineThe operation used is division by 32-32.
  2. Apply Division Operation: Apply the operation to both sides of the equation. \newline60-60 is divided by 32-32 on the left side, and 63f-63f is divided by 32-32 on the right side. \newlineThis maintains the balance of the equation. \newlineWhich property of equality corresponds to this operation? \newlineThis is the "Division Property of Equality" because the same number (32-32) is used to divide both sides of the equation.

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