Tens frames to twenty
Y5 (04/1997) |
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a) |
i) ii) iii) |
7 |
very easy |
b) |
i)
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Working involving showing 9 marked on the tens frames, e.g., 7
Both representation and answer correct
|
easy
|
c) |
i)
|
Working involving showing 13 marked on the tens frames, e.g., 7
Both representation and answer correct
|
easy
|
NOTE:
The convention of using tens frames is to fill the first tens frame before starting to "fill" the next. A derivation of this is that students also fill up a complete five within the tens frame before moving on to the second five.
This assessment item involves students representing numbers on a diagram of a tens frame to illustrate their understanding of how they are used, and using the tens frames to solve subtraction (or complementary addition/reversibility) problems. Tens frames are a practical tool that can support students to develop understanding of addition, subtraction, place value, and grouping. They can also be used as diagrams (as with this resource) for students to illustrate situations with numbers. Representing additive strategies using diagrams is a part of Algebra (Equations and expressions) at level two.
Prior knowledge
- Students should have used tens frames to show numbers, and addition and subtraction equations;
- Early additive stage (for addition facts to 20, knowledge) and advanced additive stage (for addition and subtraction facts to 20, knowledge).
a) i) ii) iii) |
13 9 5 |
Students interpret the number from the unshaded part of the tens frame rather than the shaded part. |
b) i) c) i) |
Students shade the Tens frames but do not "fill up" one frame before starting on the next. Most of these students wrote the correct answer suggesting that it is a representation error. | |
b) i) c) i) |
Students shade the amount to be paid rather than the amount paid. Most of these students wrote the correct answer suggesting that it is a representation error. | |
b) ii) c) ii) |
20 20 |
Students write the total ($20) instead of the difference to $20. |
b) ii) c) ii) |
9 13 |
Students repeat the amount given rather than the difference to $20. |
Students who repeated the amount paid in their answer or wrote the total amount as their answer could be asked to identify what the question was asking and explain how they worked out their answer. They could also identify whether they see the question as a subtraction or addition problem, and then how they could show the problem using Tens frames.
For students who shaded some other number, get them to use Ten frames and become familiar with using them to represent and solve addition and subtraction problems. Initially they may need to address the problem by using an appropriate counting strategy (e.g., counting on or counting back) before using simple additive strategies.
- Adding and subtracting
- Change from $10
- Lemons, library and sports
- Down at the beach
- Spending pocket money
- How much change?
- Number patterns
- Fractions
- Money computations
- Adding and subtracting fractions III
- Addition and subtraction facts
- Cover up
- Looking at zero II
- Number sentences III
- Seeds and sweets
- Find the missing numbers
- How to work out the answer
- Number line addition and subtraction
- Cover up II
- Number pairs
- Looking at zero
- Party balloons
- Adding and subtracting more numbers
- Going on a picnic
- Spending at the shop
- Buying some things