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RECAP UNIT 10

Total questions: 20

Worksheet time: 21mins

Name
Class
Date
1.

Mathematics is only relevant in school and not in a child's everyday life.

a)

True

b)

False

2.

Which of the following are examples of everyday activities where mathematics can be incorporated for young children?

a)

Sorting toys by colour and size

b)

Counting the number of steps taken

c)

Baking and measuring ingredients

d)

All of them

3.

Identify two factors that may influence a child's early mathematical development.

a)

Weather conditions

b)

Learning preferences

c)

Musical talent

d)

Socioeconomic background

4.

How can an early years practitioner address these factors to support a child's mathematical understanding?

a)

Ignore external factors as they don't impact learning

b)

Limit mathematical activities to indoor settings

c)

Provide additional support tailored to individual needs

d)

Work in partnership with the janitor

5.

Which is NOT a way to create an environment that supports children’s emergent mathematical development?

a)

Incorporate a variety of math-related resources

b)

Work in partnership with parents

c)

Keep the environment static and unchanging

d)

Encourage exploration and curiosity

6.

How can the physical space and materials in an early years setting be optimised for mathematical exploration?

a)

Provide limited materials to avoid confusion

b)

Create an equation and fractions corner

c)

Rotate materials to keep them fresh and engaging

7.

Using mathematical language is not important in the early years.

a)

True

b)

False

8.

Provide an example of how an early years practitioner can incorporate mathematical language into everyday activities.

4 lines
9.

In (a)   theory, practitioners break tasks into manageable bits, and gradually remove guidance and support as students learn and become more competent.

10.

Select two reasons why scaffolding is important in early mathematical learning.

a)

It fosters independence and self-esteem

b)

It limits children's exploration to reduce chaos

c)

It makes learning rigid and structured

d)

The help of a more knowledgeable person provides the correct amount of support

11.

How does the early years practitioner contribute to meeting current framework requirements for mathematics?

a)

By following a strict curriculum without flexibility

b)

By excluding play-based learning

c)

By incorporating a variety of engaging activities

d)

None of the previous answers

12.

What are two strategies an early years practitioner can use to provide opportunities for children’s emergent mathematical development?

a)

Incorporating math into outdoor play

b)

Restricting math activities to specific times of the day

c)

Avoiding messy math activities

d)

Ignoring individual interests

e)

Exploring key vocabulary in everyday activities

13.

How can these opportunities be integrated into daily routines?

a)

By scheduling them only during structured learning time

b)

By being flexible and incorporating them naturally into play

c)

By avoiding outdoor activities altogether

d)

None of the previous answers

14.

It's important for an early years practitioner to value individual interests when supporting emergent mathematical development.

a)

True

b)

False

15.

How can an early years setting incorporate a child's interests into mathematical activities?

4 lines
16.

Outdoor activities have no relevance to supporting children’s understanding of mathematical concepts.

a)

True

b)

False

17.

Provide one example of an indoor or outdoor activity that supports children’s understanding of mathematical concepts.

18.

How can an early years practitioner support individual needs in relation to emergent mathematics?

a)

Provide one-size-fits-all activities

b)

Exclude children with special needs from mathematical activities

c)

Individualize support based on each child's unique needs

d)

Focus on the needs of high-achieving children

19.

What is a strategy to children of working in partnership with parents and carers to support emergent mathematics?

a)

There are no benefits, parents are not maths experts and will only confuse the children

b)

Relying solely on formal classroom instruction

c)

Excluding parents from the learning process

d)

Consistency between home and school learning experiences

20.

How can early years practitioners foster collaboration with parents and carers to support children’s emergent mathematics?

4 lines