Fill in the missing reason in the proof: |
1)  | Given: -3(-2x + 2) = 2x -4, solve for x:
Statement | Reason |
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-3(-2x + 2) = 2x -4 | Given | 6x -6 = 2x -4 | | 4x -6 = -4 | Subtraction Property of Equality | 4x = 2 | Addition Property of Equality | x = 1/2 | Division Property of Equality |
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By Easy Worksheet
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2)  | Given: -(2x -3) = -5x -4, solve for x:
Statement | Reason |
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-(2x -3) = -5x -4 | | -2x + 3 = -5x -4 | Distributive Law | 3x + 3 = -4 | Addition Property of Equality | 3x = -7 | Subtraction Property of Equality | x = -7/3 | Division Property of Equality |
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3)  | Given: -3x = 3(x -3), solve for x:
Statement | Reason |
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-3x = 3(x -3) | Given | -3x = 3x -9 | Distributive Law | -6x = -9 | | x = 3/2 | Division Property of Equality |
By Easy Worksheet
By Easy Worksheet
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4)  | Given: -x + 3 = -4(-5x), solve for x:
Statement | Reason |
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-x + 3 = -4(-5x) | Given | -x + 3 = 20x | Distributive Law | -21x + 3 = 0 | | -21x = -3 | Subtraction Property of Equality | x = 1/7 | Division Property of Equality |
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