Task 1 (Use for Task 1A and
1B) – Grouping 100 Cubes
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4 |
· Student’s answer is correct and shows advanced understanding beyond skip counting (such as arrays or equations) · Student uses all three strategies (pictures, numbers and words) in an organized and clearly related manner |
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3 |
· Student’s answer is correct and shows an understanding of grouping strategies · Student uses at least two strategies (pictures, numbers or words) in an organized and clearly related manner |
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2 |
· Student’s answer is somewhat correct but lacks an understanding of skip counting · Student uses a strategy with some organization · Student’s successful completion is dependent on the use of manipulatives |
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1 |
· Student’s answer is incorrect · Student records work in an unorganized, random way or has no evidence of strategy used · Student shows no organized counting or grouping (i.e., counting by 1’s) |
Task 2 – Mirror Symmetry
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4-3 |
· Student’s answer is correct and shows understanding of mirror symmetry (i.e., doubling or addition combinations) · Student sees this task as a doubling problem even though initial miscounting of side A may have occurred |
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2-1 |
· Student’s answer is incorrect · Student does not show an understanding of mirror symmetry |
Task 3A – Dividing 90 Cents
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4 |
· Student’s answer is correct and shows understanding of dividing 90 into two equal amounts · Student uses all three strategies (pictures, numbers and words) in an organized and clearly related manner |
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3 |
· Student’s answer is correct and shows understanding of dividing 90 cents into two equal amounts · Student uses at least two strategies (pictures, numbers or words) in an organized and clearly related manner |
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2 |
· Student is able to divide 90 cents but not into equal amounts, shows some evidence of dealing out the money or shows less efficient ways of dividing (i.e., pennies) · Student uses a strategy with some organization · Student’s successful completion is dependent on the use of manipulatives |
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1 |
· Student’s answer is incorrect · Student records work in an unorganized, random way or has no evidence of strategy used · Student shows no understanding of dividing |
Task 3B – Making 90 Cents
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4 |
· Student’s answer is correct and shows understanding of making 90 cents in three different ways using a variety of coins (beyond counting by pennies) · Student uses strategies in an organized and clearly related manner |
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3 |
· Student has at least two correct ways to make 90 cents using a variety of coins (beyond counting by pennies) · Student uses strategies in an organized and clearly related manner |
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2 |
· Student has at least one correct way to make 90 cents (beyond counting by pennies) · Student uses a strategy with some organization · Student’s successful completion is dependent on the use of manipulatives |
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1 |
· Student’s answer is incorrect · Student records work in an unorganized, random way or has no evidence of strategy used · Student shows no understanding of coin values |
Task 4A – Guess My Rule Data
Representation
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4 |
· Student records data accurately and efficiently (i.e., including labels) · Student’s representation is organized and clearly understood |
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3 |
· Student records data accurately (does not include labels) · Student’s representation is organized and clearly understood |
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2 |
· Student records data with little accuracy · Student’s representation is unorganized and needs explanation |
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1 |
· Student records data inaccurately · Student’s representation has little evidence of data collected |
Task 4B – Data: Likely or
Unlikely
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4-3 |
· Student’s answer is correct and demonstrates an understanding that some data are more likely to change than other types of data |
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2-1 |
· Student’s answer is incorrect and doesn’t show an understanding that some data are more likely to change than other types of data |
Task 5A – Comparing Handfuls
and Task 5B – Combining Handfuls
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· Student’s answer is correct · Student uses all three strategies (pictures, numbers and words) in an organized and clearly related manner |
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3 |
· Student’s answer is correct · Student uses at least two strategies (pictures, numbers or words) in an organized and clearly related manner |
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2 |
· Student’s answer is somewhat correct back lacks an understanding of comparing · Student uses a strategy with some organization · Student’s successful completion is dependent on the use of manipulatives |
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1 |
· Student’s answer is incorrect · Student records work in an unorganized, random way or has no evidence of strategy used · Student shows no organized counting or grouping (i.e., counting by 1’s) |
Task 1 – Picture of 5x4
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4-3 |
· Student’s answer is correct and clearly shows objects that come in groups of 4 or 5 |
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2-1 |
· Student’s answer is incorrect and doesn’t clearly show objects that come in groups of 4 or 5 |
Task 2A – Spider Legs
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4 |
· Student’s answer is correct and shows an understanding of grouping (i.e., skip counting or 3x8) · Student uses all three strategies (pictures, numbers and words) in an organized and clearly related manner |
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3 |
· Student’s answer is correct · Student uses at least two strategies (pictures, numbers or words) in an organized and clearly related manner |
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2 |
· Student’s answer is somewhat correct back lacks evidence of grouping · Student uses a strategy with some organization · Student’s successful completion is dependent on the use of manipulatives |
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1 |
· Student’s answer is incorrect · Student records work in an unorganized, random way or has no evidence of strategy used · Student shows no organized grouping |
Task 2B – Spider Leg
Equations
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4-3 |
· Student’s answer is correct and clearly shows two number equations that represent the story |
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2-1 |
· Student’s answer is incorrect and doesn’t clearly show two number equations that represent the story |
Task 3A – Counting by 6
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4-3 |
· Student’s answer is correct and clearly shows an understanding of skip counting by 6 |
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2-1 |
· Student’s answer is incorrect and doesn’t clearly show an understanding of skip counting by 6 |
Task 3B – Counting by 6
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4-3 |
· Student’s answer is correct as related to 3A and clearly shows an understanding of grouping by 6 |
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2-1 |
· Student’s answer is incorrect as related to 3A and doesn’t clearly show an understanding of grouping by 6 |
Task 4 – Arranging Chairs
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4 |
· Student’s answers are correct and show all 6 arrangements of 12 (1x12, 2x6, 3x4 and the inverse) · Student correctly labels all dimensions and writes the multiplication equation to accurately represent each arrangement |
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3 |
· Student’s answers are correct and show at least 4 arrangements of 12 · Student correctly labels all dimensions and writes the multiplication equation to accurately represent each arrangement |
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2 |
· Student’s answers are correct and show at least 2 arrangements of 12 · Student correctly labels all dimensions and writes the multiplication equation to accurately represent each arrangement · Student’s successful completion is dependent on the use of manipulatives |
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1 |
· Student’s answers are incorrect · Student’s labels or dimensions are incorrect or missing |
Task 5A and 5B – Grouping
$8.00
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4 |
· Student’s answer is correct and shows an understanding of grouping (i.e., skip counting, 4x8, dividing) · Student uses all three strategies (pictures, numbers and words) in an organized and clearly related manner · Student has correct equation to represent his/her work |
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3 |
· Student’s answer is correct · Student uses at least two strategies (pictures, numbers or words) in an organized and clearly related manner · Student has correct equation to represent his/her work |
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2 |
· Student’s answer is somewhat correct but lacks evidence of grouping · Student uses a strategy with some organization · Student’s successful completion is dependent on the use of manipulatives · Student’s equation doesn’t represent his/her work |
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1 |
· Student’s answer is incorrect · Student records work in an unorganized, random way or has no evidence of strategy used |
Task 2A – 10x12 Rectangle
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4 |
· Student’s answer is correct and shows advanced understanding of area beyond just counting individual squares (i.e., uses multiplication to come up with the answer) · Student uses all three strategies (pictures, numbers and words) in an organized and clearly related manner |
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3 |
· Student’s answer is correct and shows an understanding of area beyond just counting individual squares (i.e., counts by groups of 10 or 12) · Student uses at least two strategies (pictures, numbers or words) in an organized and clearly related manner |
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2 |
· Student’s answer is somewhat correct but lacks an understanding of area · Student uses a strategy with some organization ·
Student’s successful completion is dependent
on the use of manipulatives or teacher |
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1 |
· Student’s answer is incorrect and shows no understanding of area · Student records work in an unorganized, random way or has no evidence of strategy used |
Task 2B – Rectangles with
Same Area
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4 |
· Student can successfully name two other rectangles that have the same area by solving the problem visually, manipulating the 10x12 grid, or doubling one side and halving the other · Student uses all three strategies (pictures, numbers and words) in an organized and clearly related manner |
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3 |
· Student can successfully name two other rectangles that have the same area by solving the problem visually, manipulating the 10x12 grid, or doubling one side and halving the other · Student uses at least two strategies (pictures, numbers or words) in a somewhat organized and clearly related manner |
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2 |
· Student can successfully name one other rectangle that has the same area by solving the problem visually or manipulating the 10x12 grid · Student uses a strategy with some organization ·
Student’s successful completion is dependent
on the use of manipulatives and/or teacher |
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1 |
· Student’s answer is incorrect and shows no understanding of area · Student records work in an unorganized, random way or has no evidence of strategy used |
Task 3A and 3B –
Relationships Among Shapes
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4 |
· Student can successfully find the area of a complex shape by demonstrating an understanding of how much area the half-unit and unit triangles cover · Student uses two strategies (numbers and words) in an organized and clearly related manner |
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3 |
· Student can successfully find the area of a complex shape by demonstrating an understanding of how much area the half-unit and unit triangles cover · Student uses at least one strategy (numbers or words) in a somewhat organized and clearly related manner |
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2 |
· Student is unsuccessful in finding the area of a complex shape but demonstrates some understanding of how much area the half-unit and unit triangles cover · Student uses a strategy with some organization ·
Student’s attempt is dependent on the use of manipulatives and/or teacher |
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1 |
· Student’s answer is incorrect and shows no understanding of area · Student records work in an unorganized, random way or has no evidence of strategy used |
Task 4A and 4B – Square Unit
Shapes
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4 |
· Student can successfully draw a 6 square unit shape using both squares and triangles · Student demonstrates an understanding of how much area the half-unit and unit triangles cover · Student uses all three strategies (pictures, numbers and words) in an organized and clearly related manner |
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3 |
· Student can successfully draw a 6 square unit shape using both squares and triangles · Student demonstrates an understanding of how much area the half-unit and unit triangles cover · Student uses at least two strategies (pictures, numbers or words) in a somewhat organized and clearly related manner |
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2 |
· Student is unsuccessful in drawing a 6 square unit shape using both squares and triangles · Student uses a strategy with some organization ·
Student’s attempt is dependent on the use of manipulatives and/or teacher |
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1 |
· Student’s answer is incorrect and shows no understanding of area · Student records work in an unorganized, random way or has no evidence of strategy used |
Task 1A and 1B – Measuring
Inches and Centimeters
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4 |
· Student accurately measures both the inches and centimeter lines (4 inches or approximately 10 centimeters) · Student recognizes that there are more centimeters in the given length than inches · Student clearly explains that there are more centimeters in the given length because centimeters are a smaller unit of measure than inches · Student uses two strategies (numbers and words) in an organized and clearly related manner |
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3 |
· Student accurately measures both the inches and centimeter lines (4 inches or approximately 10 centimeters) · Student recognizes that there are more centimeters in the given length than inches · Student explains that there are more centimeters in the given length because centimeters are a smaller unit of measure than inches · Student uses at least one strategy (numbers or words) in a somewhat organized and clearly related manner |
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2 |
· Student accurately measures either the inches or centimeter line (4 inches or approximately 10 centimeters) · Student recognizes that there are more centimeters in the given length than inches · Student uses a strategy with some organization ·
Student’s attempt is dependent on the use of manipulatives and/or teacher |
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1 |
· Student inaccurately measures both the inches and centimeter lines · Student’s answer is incorrect and shows no understanding that there are more centimeters in the given length than inches · Student records work in an unorganized, random way or has no evidence of strategy used |
Task 2 – Carpeting a
Classroom
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4 |
· Student demonstrates an advanced understanding through a clear explanation using appropriate measuring tools and standard units of measure · Student uses all three strategies (pictures, numbers and words) in an organized and clearly related manner |
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3 |
· Student demonstrates a good understanding through a clear explanation using appropriate measuring tools and standard units of measure · Student uses at least two strategies (pictures, numbers or words) in a somewhat organized and clearly related manner |
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2 |
·
Student attempts an explanation, but is
dependent on teacher · Student uses at least one strategy with some organization |
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1 |
· Student’s answer is incorrect and shows no understanding of what measuring tools or standard units of measure to use · Student records work in an unorganized, random way or has no evidence of strategy used |
Tasks 3A, 3B and 3C – Broad
Jump Data Analysis
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4 |
· Student is able to construct a clear and understandable line plot including all data and any values that are skipped · Student describes features of the data (i.e., range, clumps, gaps and values for which there are more than one piece of data) · Student determines and clearly explains a typical jump (i.e., by identifying the clump) |
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3 |
· Student is able to construct a clear and understandable line plot including all data and any values that are skipped · Student describes some features of the data (i.e., range, clumps, gaps and values for which there are more than one piece of data) · Student determines and explains a typical jump (i.e., by identifying the clump) |
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2 |
· Student attempts to construct a line plot, but records data with little accuracy · Student attempts to describe features of the data with little success · Student is unable to determine the length of a typical jump |
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1 |
· Student’s answer is incorrect and shows no understanding of how to construct a line plot · Student is unable to describe features of the data · Student is unable to determine the length of a typical jump |
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