PA Core Standards: CC.2.1.5.C.2 Apply and extend previous understandings of multiplication and division to multiply and divide fractions.
Assessment Anchor: M05.A-F.2 Apply and extend previous understandings of multiplication and division to multiply and divide fractions.
Descriptor: M05.A-F.2.1 Solve multiplication and division problems involving fractions and whole numbers (straight computation or word problems).
Eligible Content: M05.A-F.2.1.2 Multiply a fraction (including mixed numbers) by a fraction.
Alternate Eligible Content Code: M05.AF.2.1.2.a
Alternate Eligible Content: Multiply a fraction by a whole number less than 10.
Alternate Eligible Content - Coded
- A fraction
- multiply
- by a whole number less than 10
Definition notes:
Fraction:A ratio of two values, numbers, or expressions. It is written in the form a/b, where b is not equal to 0.
Multiplication: repeated addition
Intent Statement: Demonstrate a fractional amount multiplied by a whole number less than 10.
- Most Complex Level (at the level as written):
- Content Target: Using a fractional amount, the student will multiply (use repeated addition) with a number less than 10 and demonstrate the solution
- Example: Using verbal, demonstrative and written responses, when given several measuring cups of amounts such as and/or cups. Also provide the student the equation: X 3 =
Use anything available to measure. Provide a bowl or area to empty the selected cup and track the measurements
- Mid-Complex Level:
- Content Target: when given the solution and a visual/object tool, the student will demonstrate repeated addition of a simple fraction.
- Example: Using a verbal and/or demonstrative responses, when given a 1/4 cup measuring cup, the student will be told the recipe asks for . Use the cup measuring cup to make
¼ cup How many = ¾ cup
- Least Complex Level:
- Content Target: When given visual/object, modeling and verbal support, the student will demonstrate multiplication of a fractional amount using repeated addition
- Example: Using ingredients that can be scooped and are familiar to the student. Tell the student you need ¾ cup. Model first and say aloud: 3 scoops is the same as ¼ cup three times, which is the same as ¾ cups.
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