Mathematics
TITLE:
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CONTENT
AREAS: |
GRADE LEVEL:
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MATERIALS
NEEDED: |
KEY
CONCEPTS: Basic mixed number conversion |
EALR'S :
5.3 (example of how math is used in everyday life – see examples from lesson) |
GOALS (Remember
the difference between goals and objectives):
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OBJECTIVES:
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PROCEDURES: (Label each step in the process: Activating Prior Knowledge, Disequilibration, Elaboration, Crystallization)
Activate prior knowledge: Hand out fraction kits (pre-made) Have common fraction number line on board “If we have 4 equal pieces and we take two pieces away, what do we have left? How can we show that using a fraction?” “Now what do we have if we add one of those pieces back to the first two? How can we show that in fraction form?
Disequilibrium: “Taking the problems above, how can we show this as a math problem?” “If you do this activity for ¼ hour, take a break for ¼ an hour and then have lunch for ¾ an hour before you go home, how long will you be at school?” (use fraction kit or number line) ¼ + ¼ + ¾ = “What do we see in this problem?” Discuss how numerators get added and denominators stay the same. Discuss how using the fraction kits you could change 6/4 into 1 2/4 or 1 ½. “If you have ¾ of a pie and you eat ¼ of the pie, how much do you have left?” ¾ - ¼ = Elaboration: Practice these and show work using a number line or draw how you used your fraction kit in space provided (see attached worksheet)
List what we have learned about adding and
subtracting like and different denominator fractions on board. Ask
students how they made mixed numbers from their fractions. |
POST-ASSESSMENT
Teacher will then assess to see what concepts students understand and which they need to have more experience with. |
Name ___________________________
Solve these problems and show your work, either by drawing how you used the number line or drawing how you used your fraction kit. If possible, show how you could make the answer a mixed number.
1) ¾ + ¾ =
2) 4/8 + 7/8 =
3) 2/3 + 2/3 =
4) 3/6 + 2/6 =
5) 5/10 + 7/10 =
6) 8/10 – 6/10 =
7) 6/8 – 2/8 =
8) 7/12 – 3/12 =
9) 5/4 – 4/4 =
10) 4/6 – 2/6 =