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Find the missing values. You should not need to use any fractions.

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Presentation on theme: "Find the missing values. You should not need to use any fractions."— Presentation transcript:

1 Find the missing values. You should not need to use any fractions.

2

3 Hereteach Secondary Network Meeting
Teaching Strategies Salop and Herefordshire Maths Hub

4 Same Different Same Different
Find 3 things that are the same and 3 things that are different about the two items

5 Odd One Out Find a way to make each item the odd one out

6 Change one aspect of … so that …
My 2D shape has 1 line of symmetry, 2 pairs of equal sides, 1 pair of equal angles. Change one aspect of this description so that it does not describe a kite.

7 Give me an example of … Give me an example of a 2D shape with reflection AND rotation symmetry

8 Tell me a property … must have so that …
a, b and f must have so that the enlargement scale factor f from centre (a, b) is also in the first quadrant and has area 8 square units

9 One of the family These two shapes are part of the same family.
Sketch/describe other shapes in the same family.

10 Can you find a shape for each part of the diagram?
Classifying at least one right angle Can you find a shape for each part of the diagram? quadrilateral regular

11 Easy qn / Hard qn National Reference Tests sample Q1

12 National Reference Tests sample Q1c

13 What’s the story National Reference Tests sample Q2

14 What difference does it make National Reference Tests sample Q3

15 Give me 5 National Reference Tests sample Q4
Ofqual NRT blog pdate-on-the-national-reference-test/

16 2017/18 GCSE 9-1 Grading For the first award only of all new GCSEs w are proposing a greater reliance on statistical predictions than in subsequent years. Broadly the same proportion of students will achieve a grade 4 and above as currently achieve a grade C and above in the subject. Broadly the same proportion of students will achieve a grade 7 and above as currently achieve a grade A and above in the subject. Broadly the same proportion of students will achieve a grade 1 and above as currently achieve a grade G and above. Grades 2, 3, 5 and 6 will be awarded arithmetically so that the grade boundaries are equally spaced in terms of marks from neighbouring grades. Grade 5 will be positioned in the top third of the marks for a current grade C and the bottom third of the marks for a current grade B.

17 2017/18 GCSE 9-1 Grading 2 For the first award only of all new GCSEs:
Across all subjects (as opposed to within each individual subject) close to 20 per cent of those awarded a grade 7 or above will be awarded a grade 9 (the ‘tailored approach’). Percentage of those achieving at least grade 7 who should be awarded grade 9 = 7% + 0.5*(percentage of candidates awarded grade 7 or above) Grade 8 will still be awarded arithmetically so that the grade boundary is equally spaced in terms of marks from the grade 7 and 9 boundaries.

18 2017/18 GCSE 9-1 Grading 3 The first award of all new GCSEs will be based primarily on statistical predictions with examiner judgement playing a secondary role. The grade standard established in the first award will be carried forward in the second and subsequent years. The same approach will be used for the first awards of grades 1 to 7 in all new GCSEs as has already been confirmed for new GCSEs in English language, English literature and maths. The ‘tailored approach’ will be used to set standards for grades 8 and 9 in all new GCSEs in the first year they are awarded, including English language, English literature and maths. The standard established in the first award for grades 8 and 9 will be carried forward in the second and subsequent years.

19 2017/18 GCSE 9-1 Grading in practice
2015 A* A B C D E F G U 7.5 12.3 20.1 30.4 13.9 5.3 3.5 3.0 3.3 2017 9 8 7 6 5 4 3 2 1 3.3 8.2 8.2 16.8 16.8 16.8 8.6 8.6 8.6 3.3 bottom of 1 = bottom of G bottom of 2 and 3 to equally divide 1 to 4 bottom of 4 = bottom of C and 4 2/3 of C bottom of 5 and 6 = to equally divide 4 and 7 (contradicts 5 = top 1/3 of C + bottom 1/3 of B) bottom of 7 = bottom of A bottom of 8 = to equally divide 7 and 9 bottom of 9 % = 7% + ½ of 7+ bottom of 9 % = 7% + 0.5×19.8 = 16.9 So 16.9% of 19.8

20 2017/18 GCSE 9-1 Grading in practice
@ 17% drop in percentage getting a ‘good’ grade

21 2017 GCSE 9-1 Mock exam Edexcel mock exam data gathering exercise support/assessing.html JustMaths on Twitter – call to submit data What will your school do?

22 Future meetings Network meetings 6 March 19 June Workgroup meetings
6 December 28 March 20 June


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