Select all of the equations below that are equivalent to: wx = –30 Use properties of equality. Multi-select Choices: (A)wx · –2 = 64 (B)wx · –3 = 90 (C)3wx = –90 (D)wx · –2 = 60

Question

Select all of the equations below that are equivalent to:  wx = –30 Use properties of equality.    Multi-select Choices: (A)wx  ·  –2 = 64 (B)wx  ·  –3 = 90 (C)3wx = –90 (D)wx  ·  –2 = 60

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Identify Equation: Identify the original equation and understand the task. The original equation is wx = –30. We need to find which of the given choices are equivalent to this equation by using properties of equality.Check Choice (A): Analyze choice (A) wx · –2 = 64. To check if this is equivalent to wx = –30, we can divide both sides of the equation in choice (A) by –2 to see if we get wx = –30. (wx · –2) / –2 = 64 / –2 wx = –32 This is not equivalent to wx = –30.Check Choice (B): Analyze choice (B) wx · –3 = 90. To check if this is equivalent to wx = –30, we can divide both sides of the equation in choice (B) by –3 to see if we get wx = –30. (wx · –3) / –3 = 90 / –3 wx = –30 This is equivalent to wx = –30.Check Choice (C): Analyze choice (C) 3wx = –90. To check if this is equivalent to wx = –30, we can divide both sides of the equation in choice (C) by 3 to see if we get wx = –30. (3wx) / 3 = –90 / 3 wx = –30 This is equivalent to wx = –30.Check Choice (D): Analyze choice (D) wx · –2 = 60. To check if this is equivalent to wx = –30, we can divide both sides of the equation in choice (D) by –2 to see if we get wx = –30. (wx · –2) / –2 = 60 / –2 wx = –30 This is equivalent to wx = –30.

Select all of the equations below that are equivalent to: $\newline$ $wx = -30$ $\newline$ Use properties of equality. $\newline$ Multi-select Choices: $\newline$ (A) $wx \cdot -2 = 64$ $\newline$ (B) $wx \cdot -3 = 90$ $\newline$ (C) $3wx = -90$ $\newline$ (D) $wx \cdot -2 = 60$

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