Simplifying Algebraic Expressions Simplify each expression. 1) 3( T+9)= 2) (−6)(8 T−4)= 3) 7 T+3−3 T= 4) −2− T2−6 T2= 5) 3+10 T2+2= 7 6) 8 T2+6 T+7 T2= 5 ... Math Worksheets Name: _____ Date: _____ … So Much More Online! Please visit: www.EffortlessMath.com Answers Simplifying Algebraic Expressions 1) 3 T+27 ...
5.Simplify the polynomial: 832 2cc cc22 [A]10 1c2 [B]625cc2 [C]10 2 1cc2 [D]65c2 6.Simplify the polynomial: 623596nn nn22 [A]nn2 11 3 [B]11 11 9nn2 [C]11 7 9nn2 [D]nn2 73 Simplify: 7. 2649xy x y 8. 9882xy x y 9. 755xy x y
Simplifying Algebra Name: _____ Instructions • Use black ink or ball-point pen. • Answer all questions. • Answer the questions in the spaces provided – there may be more space than you need. ... Simplify 4 ´ 3x (b) Simplify 7a – 3a + 6a (Total for question 6 is 2 marks) (1) (1) 5 Simplify k + k + 8
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Simplifying Algebraic Expressions Name_____ (using Real Number Properties) Directions: Simplify each expression by showing and/or justifying each step. EXAMPLE: Simplify and justify steps: 20 + 4(x + 3y) – 4x – 8y – 12 + x (This is one possible solution.)
SIMPLIFYING EXPRESSIONS #1. Directions: For each expression below, simplify the expression by combining like terms. Any two terms can be added/subtracted as long as they contain the same variable(s) and the same exponents. Terms that have different variables or exponents must be kept separated. Write the simplified expression on the line provided.
Use for additional practice with simplifying expressions. The problems include the distributive property and variables with exponents. Directions: 1. Copy and cut out the task cards 2. Place the cards in random order on desks and workspaces around the room. 3. Give each student a copy of the Simplifying Expressions Worksheet. 4.
Now, have a go at simplifying the following: Answers: Multiplying out brackets (To remove brackets, we multiply them out). Example: Look at the expression: 4(y –5) This expression means everything inside the brackets is multiplied by 4. 4(y – 5) = 4y – 4 x 5 = 4y – 20 Therefore 4(y –5) becomes 4y 20, when the brackets is removed. Exercises 2:
Lesson 7.3 Simplifying Algebraic Expressions Simplify each expression. Then state the coeffi cient of the variable in each expression. 1. x x 3 4 2. k k k 3 Simplify each expression. 3. 6g – 3g 8 g g 4. 10u 4 u 8 u 3 u 5. 9m 4 m 5 m 3 m 6. 12x 4 x 3 x 5 x State whether each pair of expressions are equivalent.
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WorkSHEET 3.2 Simplifying algebraic expressions Name: _____ 1 For each of the following terms, find the like terms listed in brackets. ... 4 Simplify the following expressions by collecting like terms. (a) 20 2 −15y 2 (b) 11x2 +7x−5x+3 (c) −−81067ggg2 ++ (d) 12 − 7a2b − 5 − 3ba2 (a) 5y2
Simplifying expressions are the most basic techniques of algebra that form the foundation for solving any expression. It is, therefore, important to do a good amount of practice questions on them. One might find a lot of resources online on algebra equations, but you have to smartly choose where to invest your time to get the most of it
Simplifying Algebraic Expressions 1. Simplify the following expressions: a) a + a + a b) 3b – b c) 3 x + 5x d) 9y – 3y + y 2. Simplify the following expressions: a) 5 × t b) p × q c) 2a × 7 3. Simplify the following expressions: a) 10p ÷ 5 b) 21x 3 c) 50y 10y 4. Simplify the following expressions: a) x2 × x3
E Worksheet by Kuta Software LLC Algebra 2 (Conway) Name_____ Date_____ Period____ ©d U270F1c1 r pK muCt3a0 DSdoDf7tJw Uanrne X L6LlC n.x O GAql KlL yrVikg xhtysT HrkeOsWearov De7dS.2 1.2 - Simplifying Algebraic Expressions Simplify each expression. 1) 2 x + 8x 2 ...
Algebra 2 will be of great value to helping students successfully meet the academic challenges awaiting them in Algebra 2. Following are the skills needed to be successful in Algebra 2: A. Simplifying Polynomial Expressions • Apply the appropriate arithmetic operations and algebraic properties needed to simplify an algebraic expression.
