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Which equation shows the zero property of multiplication?\newlineChoices:\newline(A) a⋅b=c+da \cdot b = c + d\newline(B) b⋅a=a⋅bb \cdot a = a \cdot b\newline(C) a=1⋅aa = 1 \cdot a\newline(D) 0⋅a=00 \cdot a = 0

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Q. Which equation shows the zero property of multiplication?\newlineChoices:\newline(A) a⋅b=c+da \cdot b = c + d\newline(B) b⋅a=a⋅bb \cdot a = a \cdot b\newline(C) a=1⋅aa = 1 \cdot a\newline(D) 0⋅a=00 \cdot a = 0
  1. Understand Zero Property: Understand the zero property of multiplication. The zero property states that any number multiplied by zero results in 00,
  2. Analyze Choices: Analyze each choice to see which matches the zero property.\newline(A) a⋅b=c+da \cdot b = c + d - This equation suggests a product equals a sum, not related to zero property,

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