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Name : Dot-to-dot Puzzle. Grade: Directions: 1. Work each exercise. Show your work (steps, calculation, etc; not just final answer) 2. Find the dot by each answer and connect the dots in order. 3. Write down the name of final figure that you get. Exercises Simplify 1. 3 x 9 x. 10. 9 3 2 x 4. 18. 7 x 2 3 x 8 . 11.
Wiki Home. Recent Changes. Pages and Files. Members. Favorites. 20. All Pages. 20. home · Algebra and Graphs · Geometry · History of Mathematics · Investigations · Logic Puzzles · Measurement · Number · Probabilitiy · Statistics · The mathematician's enquiry cycle · web sites. Add. Add "All Pages" Done
28 Aug 2014 Making Practice Fun 6 Name. The Distributive Law—Factoring, Evaluating Expressions. DOT-TO-DOT PUZZLE. 1. Work each exercise. 2. Find the dot by each answer and connect the dots in order. Exercises. Factor each expression. Evaluate the factored expression for a = 3, b = 5, c = 8, p = 1, q = 2, and w
Factoring Puzzle III. Carefully cut apart the puzzle squares. Arrange them by matching correct factors and equations. Glue the final arrangement to your My Factoring Puzzle page. Show all your work on a separate piece of paper. The triangles will form a hexagon. Section 1
A colouring puzzle to practice simplifying algebraic expressions. I created this resource for able year 7 pupils.
Directions: Divide students into pairs or small groups. Each pair or small group will need a puzzle set. Students need to reassemble the 16 small squares to make a larger square. Where edges touch, an algebraic expression will match its simplified equivalent expression. Students should work in groups of two or three for
Work in groups of two or three. 2.) Simplify each algebraic expression on the worksheet. 3.) Cut out all of the squares for the puzzle. 4.) Match up all of the equivalent expressions to complete the puzzle. 5.) Glue to construction paper. Puzzle must be neat. Follow the rubric to ensure full credit. a.) Each problem is simplified
First we focus on adding, subtracting, multiplying, and dividing rational expressions. Then the chapter concludes with solving rational equa- tions and showing how they are used in applications. As you work through the chapter, pay attention to key terms. Then work through this crossword puzzle. Rational. Expressions and.
variables in the expression and then simplify. • Rules and formulas in mathematics are written in a concise and general form using algebraic expressions. (B) Solved Examples. In Examples 1 to 3, there are four options, out of which one is correct. Write the correct answer. Example 1: The like terms in 3x (3 – 2y) and 2 (xy +
The objective for each puzzle is given both at the bottom of the puzzle page and in the table of algebra textbooks. Nearly every puzzle requires duplicating only one page. Finally, because the puzzles are self-correcting, they can eliminate the task of Simplify expressions by combining like terms (all positive terms).
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