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Some topics won’t be added to the SOL until most of the first cycle of the curriculum has been taught. Remember that this assessment process will help embed learning more deeply, learning which is gradually being forgotten. FDPR
Algebra
Geometry/Measure
Integer
Probability/Statistics
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Before lesson:
5. Prepare teaching of decimalFraction by taking a new snapshot of decimalFraction dashboard (see Plan Teaching).
If there are any learners who won’t be learning decimalFraction layer 1 or 2
6. If the learner
7. Create the assignments
In the lesson Show the snapshot of decimalFraction dashboard to the class - explain what it shows (if layer 1 is: white - learn layer 1, if blue - learn layer 2, if grey - do more pre assess). Explain that the app is continuing to build up information for other topics every time the teacher assesses the assignments and that the class is likely to learn this topic three times during the year, so learners who were absents for a pre assess lesson, or who need to do more pre assess will learn more on this topic next term if not before. Give out assignments to those who won’t be learning layer 1 or 2 and mini-white boards and pens to those that will. Encourage learners with assignments to ignore the teaching, if they can. Teach layer 1 and give out the practise-learn worksheet for layer 1 (to the appropriate learners) and continue to teach layer 2 to those who are to learn layer 2. Encourage imagining shading in a 100 square to help them if they get stuck - perhaps cut up some 2cm graph paper which they can use as an aid memoire?. Ask learners to ask for the answers when they have finished their practise-learn worksheet, they should self-assess and then continue with their assignments as before. During the second part of the lesson, the teacher is likely to have time to assess some completed assignments, remember to cross them off from the table. |
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title | fractionOFLearners are likely to be either ready to learn layer 1 or 2 , then tap Taught Edited.If there were any learners absent for lesson 3 - write in the Old Assignments list under the appropriate subheadings L3 8Q/L3 12Q the learner's name - put these assignments to one side. Assess all completed assignments and cross them off from the table or the Old Assignments list. Assess all partially complete Sunday/L3 8Q/L3 12Q - for any questions not completed because the learner ran out of time: assess with reset - third option. Edit the Old Assignments list
Make up the Spare Assignments list - which will be used during the pre assess process, to try and ensure the learner doesn’t run out of questions. If the learner doesn’t have a Spare Assignment, make up a nominal 10Q length assignment for next Saturday’s date. Take snapshots of the decimalFraction and decimalXdiv dashboards. Plan Teaching for the decimalXdiv topic as follows:
Download the necessary Teach-Learn questions and Practise-Learn worksheets find them in learning resources (book mark this page). In Create t.p. uncheck learners whose name is on the Old Assignments list, change the nominal number of questions to 18 questions and tap Create. | Name | Saturday’s date | Sunday’s date | Next Saturday’s date | Learner 1 | Learner 2 | Learner 3 | etc |
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Before the lesson: Look at the last page of each weekday assignment, and decide:
Did any learners do some work on their (weekend dated) Spare Assignment?
In the lesson Start with a timely practice assignment, as learners enter welcome them, indicate their assignment and say that a timer will go off before the end of the lesson for a different activity. Filler activity When the timer goes off, ask learners to hand in their assignments, they may be able to continue in a little while, but first they will look at the work they’ve completed to date (your going to get the learners to put their assessed assignments in their folder, and you don’t want their current assignment to get lost amongst the others!). Depending on the type of folder you have, you may want to hole punch the assignments in advance with the kind of hole-punch which has a bar, to help centre the holes).
Engage the class in questions about pre assess e.g. hands up if you had (or point on a page to)
Ask if learners are finding their questions
Take in the folders. Then give out the assignments learners to see how many of the remaining questions in their assignment they can finish before the end of the lesson (if there is time). |
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This lesson can be tricky: ideally the teacher will continue to teach some new learning, but sometimes, especially if poor attendance is an issue, allocating lesson 6 to completing assignments and doing no new teaching will make
The best topic to teach this lesson is the topic with the highest proportion of blue/white/very light grey showing and the lowest proportion of darker grey/swirling blue circle showing. FDPR topics likely to be ready to teach to the class are:
Also why not look at these algebra topics which might be ready (because most learners may not know much/anything, so pre assess can be very quick)
If the teacher is going to
Before the lesson
During the lesson It is helpful to split the lesson into a sandwich: start with timely practice, do the teaching, continue with timely practice. If the topic you will teach has a large spread of attainment, you may like to make the lesson into a club sandwich: timely practice, teach some learners, timely practice, teach other learners, timely practice/practise-learn worksheets. If attendance was so poor that no topic is ready to teach, you may decide to teach a topic to just the lowest attaining learners (who will be fully pre assessed), and you may decide to have a filler activity for the other learners e.g. a “spot the difference”, a number puzzle, a complete some gaps in the times table grid, a very easy word search etc. |
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Learners are likely to be either ready to learn layer 1 or 2. Teach these simultaneously, but emphasise that some learners won’t get an example as the first part of the question. |
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Layer 3 is the most critical layer - do learners know how to write a fraction, from a diagram? Learners who don’t know how to do this, should probably be taught in a small group (but there is no reason, why they can’t “watch” the teaching of layer 4 or higher layers). Some learners can answer questions on harder layers, but not layer 3 (because they confuse the standard fraction notation, with e.g. a “bookies way of describing fractions e.g. writing 2/3 instead of 2/5”), learning layer 3 is, in these cases, even more important. |
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Many learners can answer layer 3 questions, without knowing why, but this can be addressed through think aloud or asking probing questions when teaching other layers. In the very unlikely event that a learner has mastered layers 1 to 7 (this is unlikely for learners below the 15th percentile) there is a problem because simplestForm has not been pre assessed, its easiest to not teach this topic to this/these learner(s). |
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Focus on correctly repeating “we say nought point four three, which is forty three hundredths” when a learner says “nought point forty three”, but otherwise don’t be worried about place value for this topic, it will be dealt with in decimalFraction and numberDIV10etc |
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With timely practice this is “just as hard to teach a spread of attainment” as with traditional maths teaching, but with timely practice the learning will stick, so each cycle of the curriculum this will get easier. The teacher might like to teach
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. Teach these simultaneously, but emphasise that some learners won’t get an example as the first part of the question. |
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Layer 3 is the most critical layer - do learners know how to write a fraction, from a diagram? Learners who don’t know how to do this, should probably be taught in a small group (but there is no reason, why they can’t “watch” the teaching of layer 4 or higher layers). Some learners can answer questions on harder layers, but not layer 3 (because they confuse the standard fraction notation, with e.g. a “bookies way of describing fractions e.g. writing 2/3 instead of 2/5”), learning layer 3 is, in these cases, even more important. |
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Many learners can answer layer 3 questions, without knowing why, but this can be addressed through think aloud or asking probing questions when teaching other layers. In the very unlikely event that a learner has mastered layers 1 to 7 (this is unlikely for learners below the 15th percentile) there is a problem because simplestForm has not been pre assessed, its easiest to not teach this topic to this/these learner(s). |
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With timely practice this is “just as hard to teach a spread of attainment” as with traditional maths teaching, but with timely practice the learning will stick, so in each cycle of the curriculum this will get easier. The teacher might like to teach fractionOF which is halfOF in one lesson and fractionOF layers 10, 11 and 16 in a different lesson. There are likely to be some learners who have several “firm learning foundations, so it might be sensible to avoid teaching 10, 11 and 16 for the first curriculum spiralget easier. The teacher might like to teach
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Some topics from FDPR have been excluded for the first curriculum spiral. This is done to make teaching and learning easier - guidance is given about when to introduce these is given below, under the heading “Second Curriculum Spiral” |
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