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Thinking about time in the early years

Many parents have heard the question "when will we get there?" - and if many of us are honest, we probably say "soon" "not long" or "in 5 minutes". Young children asking such questions may be demonstrating an early awareness of time, i.e. using a reference (now) to think about a period of time (how long to get to the destination). This is one of the ways time can be conceptualised. In this section we look at the four key components of time proposed by Thomas et al. (2023), how they relate to the experiences young children, and their presence in the EYLF2.0 and AC:M V9.

The complex concept of TIME

When we think of 'time' we often think about telling the time but this is only one aspect of the four key components important for a deep understanding of this complex concept (Thomas et al. 2023).

 

These key components include:

  • Awareness of time

  • Succession

  • Duration

  • Measurement of Time. 

Awareness of time

Having an awareness of time is foundational and very present in a child's early years. An awareness of time involves understanding that an occurrence or period of time can be used as reference.

 

Assisting children to develop an awareness of time can relate to everyday occurrences and routines, and discussions about them. This would include using specific and well understood terms like yesterday and tomorrow, as we are using today as the reference for when something is happening/has happened. For example:

  • Yesterday we went to the zoo. 

  • Today we are going to kindy. 

  • Tomorrow you will go to the shops with grandma.

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It can also include informal phrases that indicate time like soon or not long

For example:

  • We are leaving soon, make sure you have your raincoat.

  • It is nearly night time time so it's not long until we need to get ready for bed.

 

As suggested in some of the examples, an awareness of time includes regularly occurring temporal patterns like daily and weekly routines. It can also include months of the year (Thomas et al, 2023).

 

Interestingly, awareness of time also incorporates psychological time (Friedman, 1978). This relates to an individual's perception of time and the suggestion that something might seem to take a short or long amount of time depending on the context.

For example, 15 minutes may seem a long time if a child is waiting excitedly for something they are looking forward, or it may go quickly if they are having fun playing. The time (15 minutes) hasn't changed, just the perception of it has. If this is the case, it is interesting to raise an awareness of this perception through comments and questions like:

  • We waited 15 minutes for our turn. Did that seem to take a long time?

  • You were playing for 15 minutes, did that time seem to go quickly?

Asking children to reason about why the time seemed to go slowly or quickly would be interesting. 

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An awareness of time is embedded in the other key components.

Image by Jeremiah Lawrence

Succession

Succession relates to the ordering of two or more events. These events may happen at the same time or occur before or after each other. It involves the present, the past and the future (Thomas, et al., 2023). 

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For young children succession may involve linking times of the day or night with specific events. For example, in the morning they have a bath then get dressed. Or it might be that events occur at the same time, i.e. they go to kindy at the same time that their siblings go to school.

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To assist an early understanding of succession in our discussions with young children, we include words associated with order, i.e. first, next, before, after, again (repeat).

For example: 

  • First you are going to hang up your bag, then you can go and play.

  • Before we eat we need to wash our hands. After we have finished we will wash the plates.

  • Tell me what you are going to do first. Then what happens?

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Succession also relates to the order of days, months and years. Days, months and seasons are  names in a repeating pattern, i.e. Monday to Sunday then the cycle occurs again, the calendar months go fromJanuary to December then repeat; the four seasons are always Summer, Autumn, Winter, Spring then back to Summer. Knowing these patterns assists us to order them: Tuesday comes after Monday; the season before Summer is Spring; this month is March so next month is April.

Years are named by numbers and increase in order by 1 each year. They are successive by 1, i.e this year is 2023, next year will be 2024. 

Duration

Duration relates to the how much time has passed continuously between the start and finish of events. This duration may be measured in very small units of time (milliseconds) or much larger units like a millenium (1000 years). It can be measured by a range of tools, for example: a sand timer, sundial, calendars  clocks etc.

 

In the early years, experiences with duration should be explored in multiple modes, i.e. using the senses, movement and language. For example, children could listen to and create regular but informal units like clapping. This sets up an audible tempo to judge duration. For example:

  • What can you do in 10 claps?

  • How many claps will it take to put your shoes on?

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The event could be a song the children know well. This adds a more standard unit - the length of the song.

For example:

  • Can we finish packing up the toys as we play Mary Had a Little Lamb? 

Both of these suggestions relate duration with music, an application of time set up in the coding of notation and musical structures (bars, time signatures). 

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If you have access to a sand timer, this sets up duration that is observable - the children can see the sand passing through the hour glass. They may know this formally as 1 minute or 2 minutes timers or just as 'until the sand runs out'. Posing and reflecting on questions that promote a comparison of what can be done in the same amount of time can be facilitated using tools like the sand timer. For example:

  • Let's watch the sand timer. If we clap this beat, how many claps do you think can we do before it runs out?

  • Let's watch the timer again. We did __ claps, do you think we can do more or less star jumps in this time? Tell me why.

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Building on this idea, children could keep a record of how long it takes them to do something then try and improve on this time. It might be running to the fence and back, through an obstacle course or even tying their shoe laces. The important point here is that the event (distance to fence, laces on shoes) is kept constant so the time change (duration) can be compared.

Measurement of Time

Image by Ocean Ng

To apply the knowledge and skills associated with measurement of time young children need an awareness of time, and an understanding of duration and succession. This includes measurements related to the movement of Earth in Space (day, night, seasons) as well as units of time invented to assist scientific investigation (seconds, minutes, hours etc)  (Earnest, 2017).  

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Thinking about a point in time on a continuum is embedded in this key component. In the early years, this can relate to a child's progression from a baby to their current age. Creating an opportunity for children to put photos of themself in order from birth assists them to personalise the concept of time as a continuum. Other members of the family could also do their timeline, for example parents and grandparents. These could be put side by side with the child's timeline to promote discussions about the past, and present. 

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Planting seeds and waiting for them to grow provides an opportunity for children to gain an understanding of measurement of time. Plants take days, sometimes weeks to grow. Taking photos of each part of this process promotes conversations about how long it is taking. Finding ways to document this, via photos or drawing provides and opportunity to record this time and the progress that occurs.

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Reading and understanding clock time is part of this key component. We will go into this in more depth in the second blog post of this series.

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Considering Time in the EYLF2.0

The 5 Learning Outcomes of the EYLF2.0 (AGDE, 2022) are divided into Key Components (KC). These KCs are subdivided into two sections based on observable indicators, and suggestions for educators.

There are indicators that specifically mention mathematics or appear to be associated with mathematics concepts based on aligned educator-implementation advice. Of these, the following address the concept of time and the important processes that underpin early understanding.

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Learning Outcome 5: Children are effective communicators

KC4: Children begin to understand how symbols and pattern systems work

  • notice and predict the patterns of regular routines and the passing of time

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As a result of these observations, educators promote learning when they:​

  • engage children in noticing, using and discussing symbol systems, such as, letters, numbers, time, money, musical notation and other symbols children are exposed to in the environment, texts and images

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This key component relates to an understanding of symbols and pattern systems. These connect to the key components awareness of time, succession and duration. This makes sense as considering a series of elements and using these to predict what comes next is pivotal in understanding repeating patterns

The related suggestions for educators promote the processes of noticing, using and discussing. These processes open up the possibility of children bringing their own experiences to discussions about time. Educators can use these experiences, and other relevant cultural/social activities to intentionally focus children's noticings on key components of time. In this process, there are opportunities to infuse and model the mathematical language children will need to make connections between between these key components.

It may be that children are curious about and have noticed numbers and structural aspects (the hands) of analog and digital time. Their noticings and wonderings should be encouraged, and questions generated in relation to the numbers/symbols they see. Formal teaching aimed at reading and representing clock time, however, is delayed until the third year of school (see below). 

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Image by Sebastian Pandelache

Australian Curriculum: Mathematics V9

The Australian Curriculum: Mathematics [AC:M] (ACARA, n.d.) is organised into content areas under 6 interrelated strands: Number, Algebra, Measurement, Space, Statistics, Probability. The concepts embedded in these strands from school entry to Year 6, are presented with different levels of complexity.

The AC:M outcomes related to time are most explicitly represented in the Measurement strand.

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It is helpful to look at the expectations of the first year of school and the continuity opportunities that may be present as children move from early childhood settings. It is also helpful to look at the mathematical language and associated mathematical processes.

As you can see, recognising and reading clock time is not introduced until children are in their third year of formal schooling (Year 2). Elaborations of this outcome suggest children need to understand the complext relationship between the movement of hands and duration of time. 

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Foundation:

Sequence days of the week and times of the day including morning, lunchtime, afternoon and night time, and connect them to familiar events and actions AC9MFM02

Mathematical language:

 - repeat, order, first, next, today, yesterday

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Year 1

Describe the duration and sequence of events using years, months, weeks, days and hours AC9M1M03

Mathematical language: 

- hours, days, weeks, years, cycle, timeline, close to an hour/day/week/month/year, sunrise, nightfall

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Year 2

Identify the date and determine the number of days between events using calendars AC9M2M03

Mathematical language:

- date, week before, week after, how many days

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Recognise and read the time represented on an analog clock to the hour, half-hour and quarter-hour AC9M2M04

Mathematical language:

- how long, unit, hour, half past, big hand, cycle, halves, quarters, half hour, half past, quarter hour, quarter past

References:

Earnest, D. (2017). Clock work: How tools for time mediate problem solving and reveal understanding. Journal for Research in Mathematics Education, 48(2), 191–223. https://doi.org/10.5951/ jresematheduc.48.2.0191

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Friedman, W. J. (1978). Development of time concepts in children. In H. W. Reese & L. P. Lipsitt (Eds.), Advances in child development and behaviour (Vol. 12, pp. 267–298). Academic Press.

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Thomas, M., Clarke, D.M., McDonough, A. et al. Assessing students’ understanding of time concepts in Years 3 and 4: insights from the development and use of a one-to-one task-based interview. Math Ed Res J 35 (Suppl 1), 1–22 (2023). https://doi.org/10.1007/s13394-023-00451-3

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