Simplify each expression

    • [DOC File]0032_hsm11a1_te_0804tr.indd

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      WARM UP: SIMPLIFY EACH EXPRESSION 12r + 5s – 7t + 11r + 9s – 4r – 4(5a – 3b) 5(7 + 3x) – 12 . 8y – 6(3y – 7) 2(z + 3) + 3(5 – 3z) 8x2 – 7x + 4x3 – 2 – 3x2 + 9x - 4 #1 – 3: COMBINE LIKE TERM WORD PROBLEMS: Bob mowed (2x2 + 5x – 3) yards on Monday, (4x – 7) yards on Tuesday, and (3x2 + 10) yards on Wednesday.

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    • [DOC File]Algebra I Distributive Property Worksheet

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      Exponent Rules Review Name_____ Per_____ Multiplication. Part 1: Simplify each expression. 1.) 2.) 3.) 4.) 5.)

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    • Simplifying Expressions – Tricks & Examples

      Problems 1-4: Simplify each Boolean expression to one of the following ten expressions: 0, 1, A, B, AB, A+B, , +, A, B. Each answer may be used as many times as necessary.

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    • [DOC File]Problems 1-4: Simplify each Boolean expression to one of ...

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      Give an algebraic expression for the perimeter of each figure. ( ( ( (( ( SIMPLIFY each of the following algebraic expressions. *Remember, you can ONLY + & — LIKE terms! ( a + a + a ( 2b + 5b ( 4a + 2a + 5 ( x –x + x + 3 ( y + y + y + y + 2 + 5 ( 3b + 2 – 2b – 3 ( –8a + 2a + 5 ( 10b – 9b ( 3a + 2a + 3x ( 12a – 6a

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    • [DOC File]Exponent Operations Worksheet #1 - Jessamine County

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        As you look at each expression, state which direction you should move on a number line if you start at –5.   Then simplify each expression. For example, if the expression reads –5 + (–9), you would write “left, –14,” since from –5 you would move left on a number line 9 units and would end up at –14.

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    • [DOC File]Exponent Operations Worksheet #1

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      Simplify each expression. 1. (x + 7)2 2. (w + 9)2 3. (h + 3)2 4. (2s + 4)2 5. (3s + 1)2 6. (5s + 2)2 7. (a – 5)2 8. (k – 10)2 9. (n – 4)2 10. (3m – 4)2 11. (6m – 2)2 12. (4m – 2)2 The figures below are squares. Find an expression for the area of each shaded region. Write your answers in standard form.

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    • [DOC File]Simplify each of the following algebraic expressions

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      Terms must have the exact same VARIABLES and EXPONENTS for each variable. Add or Subtract the coefficients of like terms ... parentheses. Always stop arrows when the parentheses end. Be careful of negative signs for multiplication. Example Problems: Simplify each expression. Reminder: DISTRIBUTE BEFORE COMBINING LIKE TERMS x + 3 – 5x + 7 + 4y ...

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