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The Ice Cream Shop




• http://www.mrnussbaum.com/icecream/index.htm
• Reviewed by Mary Gay, Doreen, and Lachelle__
How the applet works…
• Click on the size ice cream scoop you want
  to scoop.
• Click on the flavor of ice cream.
• Click on the cone (you have to click ON the
  CONE or it does not work).
• After scooping all the ice cream click
  SEND.
Analysis
        Strengths                     Weaknesses
                            Can’t play without converting fractions.
The most efficient way to
play is to convert the
fractions to proper         Can not remove scoops of ice cream if
                            you make a mistake.
fractions.
                            The game is touchy and picky.
                            Sometimes I played, scooped the
Shows you the number of     correct amount and it said I was wrong.
scoops as a decimal.
                            Shows total number of scoops as a
                            decimal for each flavor but does not
                            shoe fraction equivalent.
Evaluation of Applet
• Site conceived and run by a teacher in Colorado.
• Site has a few glitches or errors, but when
  working, worked well.
• Unknown when site was last updated.
• Could be used by individuals or classes.
• Does not suggest a grade for the applet.
• Free and available on line.
• Does not have annoying sounds.
A Problem-Based Task
• Task: Convert the improper fractions of scoops of ice
  cream ordered into proper fractions and make the
  correct number of scoops of ice cream.

• Oregon Standard 4.1.2: Use models to connect and
  compare equivalent fractions and decimals.

• EMSM Big Idea: Estimation in fraction computation
  is tied almost entirely to concepts of the operations
  and relative sizes of fractions.
Questions to Ask to Assess and
   Advance Student Thinking
• Launch: What does it mean when a fraction has a
  numerator that is greater than the denominator?
• Is there another way to write that fraction?
• Explore: This part of the task is extremely limited. The
  game appears to recognize only one way to solve the
  problem.
• Question for the student: Is there another way to solve this
  problem? Is there another way to write this fraction?
• Summarize: Was this game easy? What strategies could
  you share with other students to help them convert
  fractions? Would you play this game again?

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Ice Cream Shop Review

  • 1. The Ice Cream Shop • http://www.mrnussbaum.com/icecream/index.htm • Reviewed by Mary Gay, Doreen, and Lachelle__
  • 2. How the applet works… • Click on the size ice cream scoop you want to scoop. • Click on the flavor of ice cream. • Click on the cone (you have to click ON the CONE or it does not work). • After scooping all the ice cream click SEND.
  • 3. Analysis Strengths Weaknesses Can’t play without converting fractions. The most efficient way to play is to convert the fractions to proper Can not remove scoops of ice cream if you make a mistake. fractions. The game is touchy and picky. Sometimes I played, scooped the Shows you the number of correct amount and it said I was wrong. scoops as a decimal. Shows total number of scoops as a decimal for each flavor but does not shoe fraction equivalent.
  • 4. Evaluation of Applet • Site conceived and run by a teacher in Colorado. • Site has a few glitches or errors, but when working, worked well. • Unknown when site was last updated. • Could be used by individuals or classes. • Does not suggest a grade for the applet. • Free and available on line. • Does not have annoying sounds.
  • 5. A Problem-Based Task • Task: Convert the improper fractions of scoops of ice cream ordered into proper fractions and make the correct number of scoops of ice cream. • Oregon Standard 4.1.2: Use models to connect and compare equivalent fractions and decimals. • EMSM Big Idea: Estimation in fraction computation is tied almost entirely to concepts of the operations and relative sizes of fractions.
  • 6. Questions to Ask to Assess and Advance Student Thinking • Launch: What does it mean when a fraction has a numerator that is greater than the denominator? • Is there another way to write that fraction? • Explore: This part of the task is extremely limited. The game appears to recognize only one way to solve the problem. • Question for the student: Is there another way to solve this problem? Is there another way to write this fraction? • Summarize: Was this game easy? What strategies could you share with other students to help them convert fractions? Would you play this game again?