GT Differentiated Model Lesson

Grade Level: 5th / Subject Area(s):
Reading, Writing
X Mathematics / __ Science
__ Social Studies / TEKS/Student Expectations:
Use fractions in problem solving activities:
·  5.2C: The student is expected to compare two fractional quantities in problem solving situations using a variety of methods, including common denominators.
·  5.2D: The student will use models to relate decimals to fractions that name tenths, hundredths, and thousandths.
9 Weeks:2nd
Essential Question(s):
How do we use fractions in real life?
What models help show how decimals and fractions are related?
Assessment(s):
__ Pre-Assessment X Formative __ Summative
GT Scope and Sequence Skills:
__ Creative Thinking
X Critical Thinking
__ Communication
__ Research / Student Learning Styles:
__ Auditory
__ Visual/Spatial
__ Kinesthetic
__ Other / Elements of Depth and Complexity:
__Language of the Discipline
X Details
X Patterns
__ Trends
__ Rules / __Ethical Considerations
__ Unanswered Questions
__ Over Time
__ Different Perspectives
__ Big Ideas
Lessons and Activities
X Whole Class __ Small Group X Independent Activity
PART ONE:
Whole Class: Teachers will use pictures and models of pie charts to explain the connection between fractions and decimals and explain how the two processes are interconnected.
On Grade Level: Students will create a pie chart for the following information. On each section of the pie chart they will include both the fraction and decimal for each. David invited 2 friends to eat pizza at his house during lunch. The extra large cheese pizza was cut into 12 pieces. David ate 3 pieces, Jose ate 4 pieces, and Kate ate 3 pieces. How much of the pizza did each child eat (fractions and decimals)? How much pizza was left over? If David invites the same friends to eat pizza again, which pizza should he order? Extra large costs $15 and has 12 pieces, large costs $10 and has 10 pieces, and a medium costs $8 and has 8 pieces. Why did you select that size pizza?
GT Level: Students will create a pie chart for the following information. On each section of the pie chart they will include both the fraction and decimal for each. Mary invited 4 friends to eat pizza at his house during lunch. The extra large pepperoni pizza was cut into 12 pieces. Mary ate 2 pieces, Jan ate 1 piece, Ronnie ate 3 pieces, Kenneth ate 2 pieces, and Brandon ate 2 pieces. How much of the pizza did each child eat (fractions and decimals)? How much pizza was left over? If Mary invites the same friends to eat pizza again, which pizza should she order? Extra large costs $15 and has 12 pieces, large costs $10 and has 10 pieces, and a medium costs $8 and has 8 pieces. Why did you select that size pizza? / Resources:
Selected pie charts
Paper and writing tools

Advanced Academic Services

Austin Independent School District