Exam 1: Review of Algebra

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Solve: Solve:    -    - 30    = 0 - Solve:    -    - 30    = 0 - 30 Solve:    -    - 30    = 0 = 0

(Short Answer)
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Simplify: Simplify:      Simplify:

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Simplify: 3(x - 7)- 4( Simplify: 3(x - 7)- 4(    - x)+ 2(1 - x) - x)+ 2(1 - x)

(Essay)
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Completely factor: 3 Completely factor: 3    + 6    + 3  + 6 Completely factor: 3    + 6    + 3  + 3 Completely factor: 3    + 6    + 3

(Essay)
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Given the numbers 4, Given the numbers 4,    ,    ,π,0,- 0.2,list those that are integers. , Given the numbers 4,    ,    ,π,0,- 0.2,list those that are integers. ,π,0,- 0.2,list those that are integers.

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Evaluate: Evaluate:

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π/2 is a rational number.

(True/False)
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Simplify: Simplify:    - 10x + 7 - (2x -    + 7) - 10x + 7 - (2x - Simplify:    - 10x + 7 - (2x -    + 7) + 7)

(Essay)
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Divide and simplify: ( Divide and simplify: (    - 6x + 2)÷ x - 6x + 2)÷ x

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Multiply and simplify: 4x Multiply and simplify: 4x

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Divide the polynomial Divide the polynomial    +    + 2x + 1 by x - 1 to give the quotient and remainder. + Divide the polynomial    +    + 2x + 1 by x - 1 to give the quotient and remainder. + 2x + 1 by x - 1 to give the quotient and remainder.

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6 is a rational number.

(True/False)
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If If   +   = 7,solve for x. + If   +   = 7,solve for x. = 7,solve for x.

(Multiple Choice)
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Completely factor: Completely factor:        - 35      Completely factor:        - 35      - 35 Completely factor:        - 35      Completely factor:        - 35

(Essay)
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Divide and simplify: Divide and simplify:

(Essay)
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Divide the polynomial Divide the polynomial    + 3    + 5x + 7 by 2    - 1 to give the quotient and remainder. + 3 Divide the polynomial    + 3    + 5x + 7 by 2    - 1 to give the quotient and remainder. + 5x + 7 by 2 Divide the polynomial    + 3    + 5x + 7 by 2    - 1 to give the quotient and remainder. - 1 to give the quotient and remainder.

(Essay)
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Multiply and simplify: Multiply and simplify:    ×  × Multiply and simplify:    ×

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    =     = =

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Simplify: Simplify:

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Solve: Solve:    -    + 15 = 0 - Solve:    -    + 15 = 0 + 15 = 0

(Essay)
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