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RMS for Girls MATHS INSET Building rich, diverse sequences of maths learning Helping the girls to become flexible, articulate and creative in their mathematical thinking

RMS for Girls MATHS INSET

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RMS for Girls

MATHS INSET

Building rich, diverse sequences of maths learning

Helping the girls to become flexible, articulate and creative in their mathematical thinking

Start of

sequence

End of

sequence

Novice Expert

Start of

sequence

End of

sequence

Novice Expert

Understand structures

Precise teaching

Open exploration

Retention

80mm = _____cm

What is 6345 rounded

to the nearest 100?

Grams

Centimetres

Kilograms

Metres

Degrees Celsius

Millilitres

4.6m 600000m 0.00007m

4.6m 600000m600km

0.00007m0.07mm

Invent a measuring system

You will measure 3 things in the classroom.

One of your measures is a cube.

Choose the length of your other measure.

Invent a measuring system

Measure 3 things in the classroom.

The height of your table.

The length of a pencil.

The width of the classroom.

Invent a measuring system

Measure 3 things in the classroom.

The height of your table.

The length of a pencil.

The width of the classroom.

Measure one thing using both measures.

Start of

sequence

End of

sequence

Novice Expert

Understand structures

Precise teaching

Open exploration

Retention

What is 5 + 3? Stories before answer

What is 5 – 3? Different forms

Example A: Jen has 8 sweets. Kim

has 5 sweets. How many more

sweets does Jen have?

Example B: Tim is 8. His brother Sam is

5. How much older is Tim than Sam?

Example C: Kam had 8 grapes. He

ate 5. How many does he have left?

Example A: Jen has 8 sweets. Kim

has 5 sweets. How many more

sweets does Jen have?

Example B: Tim is 8. His brother Sam is

5. How much older is Tim than Sam?

Example C: Kam had 8 grapes. He

ate 5. How many does he have left?

5 8

Example A: 48 people go to a concert.

4 people go in each car.

How many cars are needed?

Example B: Four friends spend £48 at the café.

How much do they spend each?

Rob has 4 more cherries than John.

John has 5 cherries.

How many cherries does Rob have?Mastery Assessment, Y1 (adapted)

Sandwich: £1.80

Drink: 30p

Zara has £10.

How many sandwiches can she

afford?

Zara

Sandwich: £1.80

Drink: 30p

Zara has £10.

How many sandwiches can she

afford?

Zara

Sandwich: £1.80

Drink: 30p

Zara has £10.

How many sandwiches can she

afford?

Zara

Sandwich: £1.80

Drink: 30p

Zara wants to buy 3 sandwiches

and 2 drinks. She has £5.

How much more money does she

need?

Zara

Sandwich: £1.80

Drink: 30p

Zara wants to buy 3 sandwiches

and 2 drinks. She has £5.

How much more money does she

need?

Zara

Sandwich: £1.80

Drink: 30p

Zara wants to buy 3 sandwiches

and 2 drinks. She has £5.

How much change does she get?

Zara

Sandwich: £1.80

Drink: 30p

Zara wants to buy 3 sandwiches

and 2 drinks. She has £10.

How much change does she get?

Zara

Developing talk:

Deeper questioning, all active participants

‘What does [name] think?’

‘Say it again, better.’

‘How can that be represented?’

Selective use of doubt or uncertainty

‘Give another example that shows…’

‘Six answers are correct…’

Limiting talk?

“By the age of three, more disadvantaged children are-on average-already almost a full year and a half behind their more affluent peers in their early language development.”

“Children who are behind in language development at age five are six times less likely to achieve the expected standard in English at age eleven, and eleven times less likely to achieve the expected level in maths.”

Unlocking Talent, Fulfilling Potential

December 2017

1 2 3 4 5 6 7 8 9 10

11 12 13 14 15 16 17 18 19 20

7 + 5

15 – 9

d + c

i + e

ad – h

a b c d e f g h i ao

aa ab ac ad ae af ag ah ai bo

Quantity Recognition Personal Significance

Parts in a whole Playful

8 + 8 = 16

9 + 8 = 17

14 – 9

14 – 7

14 – 5

Make AB pattern

Represent AB pattern

(e.g. draw)

Make and represent

ABAB pattern

Extend ABAB pattern

Spot mistakes in repeating AB pattern

Break AB pattern into repeated units

Continue and make patterns

Spot and correct mistakes

Represent a pattern with other objects

Identify the ‘unit of repeat’

Circular patterns

0

1

9

10

8

7

6

5

4

3

2

Number as length

0

10

Number as length

0

10

5

Number as length

0

1

9

10

8

7

6

5

4

3

2

Spot the mistake

0

1

9

10

8

7

6

54

3

2

Spot the mistake

4 7 90 10

4 7 90 10