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FracDivide -- Limbo Low

  

This lesson plan is an excerpt from FracDivide Resource Book

  
OBJECTIVES:
This activity features some quantitative reasoning. The student will be able to:
produce equivalent forms of rational numbers (fractions).
describe the relationship between two ratios in fraction form.
identify common factors of a set of whole numbers.
recognize the greatest common factors (GCF) .
use the concept of GCF in reducing fractions to lowest terms.
!!How low can you go!! Be the fastest in finding the GCF and lowest term. Solve fraction division problems and reduce the answers to lowest terms. The first team with 30 points WINS!
  
MATERIALS NEEDED:
FracDivide Activity Booklet
FracDivide sets
Paper
Pen or Pencil
Timer or Stopwatch
Optional: PieCulator or BarCulator
  
DIRECTIONS:
1.   The leader divides the players in teams of 2-5. The leader designates one student as a score and time keeper.
2.   The leader chooses problems from the FracDivide Activity Booklet and writes them on the board. The play begins.
3.   Each team has 1 minute to find the correct GCF for the two fractions and then solve for the product. The students work the problem using the FracDivide. The answer must be in lowest terms. The PieCulator or BarCulator can be used to reduce the fractions to lowest terms.
4.   The leader awards the team 1 point for the correct GCF and 4 points for the final lowest term. No credit can be given without the GCF as part of their answer.
  
SUGGESTIONS:
1.   The leader can refer to pages 3 and 4 in the Fraction Fun Activity Booklet for information on using the BarCulator and PieCulator in conjunction with teaching the Greatest Common Factor and lowest terms.
2.   From the FracDivide Activity Booklet, the leader can choose the following problems: page 6, nopqrs; page 7-12, jklmnopqrs. All these problems can be reduced to lowest terms.
  
EXTENSIONS:
1.  The leader can also make the activity more interesting by choosing a mixed arrangement of problems in the FracDivide Activity Booklet. The leader can choose problems that can or cannot be reduced to lowest terms.
2.  Even when the answer cannot be reduced, the teams must show a GCF of at least 1.
  
  

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