Which equation shows the zero property of multiplication? Choices: (A)d · f = g + h (B)d · f − d · g = d · (f − g) (C)(d · f) · g = d · (f · g) (D)0 · d = 0

Identify Zero Property: Identify the zero property of multiplication. The zero property of multiplication states that any number multiplied by zero equals zero.Analyze Choices: Analyze each choice to see which one represents the zero property of multiplication. (A) d · f = g + h does not show any number being multiplied by zero.Option (A): (B) d · f − d · g = d · (f − g) demonstrates the distributive property, not the zero property.Option (B): (C) (d · f) · g = d · (f · g) shows the associative property of multiplication, not the zero property.Option (C): (D) 0 · d = 0 clearly shows that zero multiplied by any number d equals zero, which is the zero property of multiplication.

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Which equation shows the zero property of multiplication? $\newline$ Choices: $\newline$ (A) $d \cdot f = g + h$ $\newline$ (B) $d \cdot f - d \cdot g = d \cdot (f - g)$ $\newline$ (C) $(d \cdot f) \cdot g = d \cdot (f \cdot g)$ $\newline$ (D) $0 \cdot d = 0$

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Math Problems

Algebra 1

Properties of addition and multiplication

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Q. Which equation shows the zero property of multiplication?

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Choices:

\newline

(A)

d \cdot f = g + h

\newline

(B)

d \cdot f - d \cdot g = d \cdot (f - g)

\newline

(C)

(d \cdot f) \cdot g = d \cdot (f \cdot g)

\newline

(D)

0 \cdot d = 0

Identify Zero Property: Identify the zero property of multiplication. The zero property of multiplication states that any number multiplied by $0$ equals $0$ .
Analyze Choices: Analyze each choice to see which one represents the zero property of multiplication. $\newline$ (A) $d \cdot f = g + h$ does not show any number being multiplied by $0$ .
Option (A): (B) $d \cdot f - d \cdot g = d \cdot (f - g)$ demonstrates the distributive property, not the zero property.
Option (B): $(C) (d \cdot f) \cdot g = d \cdot (f \cdot g)$ shows the associative property of multiplication, not the zero property.
Option (C): $(D) 0 \cdot d = 0$ clearly shows that zero multiplied by any number $d$ equals zero, which is the zero property of multiplication.