Look at the clock face showing half past 2 beside a blank digital screen. The hands tell us it is half past 2. So what numbers belong on the digital screen to say the very same time?
Display the analog clock at half past 2 beside an empty digital readout. Take two or three hands-up answers, not open call-outs. Don't confirm yet — let the Watch and Notice step reveal it.
Watch the hands at quarter past 3. The long hand is on the 3, a quarter of the way round, and the digital screen reads 3:15.
Now the long hand is straight down at half past 6, and the digital screen reads 6:30 — thirty minutes counted up from 6.
Here the hands say ten to 8. But the digital screen reads 7:50. The minutes count up from 7, so a 'to' time keeps the earlier hour.
Twenty past 11 reads 11:20 — twenty minutes counted up from 11.
Walk the four examples one at a time. For the first two ('past' times) the hour on the digital screen matches the hour we say.
Slow right down on ten to 8 → 7:50. Say it aloud: 'we say ten TO 8, but the clock is still inside the 7 o'clock hour, so it shows 7:50.' This is the make-or-break idea of the lesson — pause here and let the class predict the hour digit before you reveal it.
Today we work through four times together. Each time I read out a digital time, one classmate comes up and sets the matching hands on the clock while the rest of us watch and check the two readings agree. We will do 3:15, then 6:30, then 7:50, then 11:20. Your job in your seat is to watch the hands and decide whether they match before we confirm.
This round is for talking it through together — one pupil sets the hands at the board and the class agrees or corrects out loud.
The interactive steps through the four yourTurnPrompts in order: read the next prompt, a pupil drags the hands to match, the class checks the two readings agree, then reset the hands before the next prompt. Rotate four pupils, one per prompt. Watch for the 'to' times: when you read 7:50, listen for pupils saying it aloud as 'ten to 8' as they set the hands — that shows they have linked the two representations.
In your maths copy, make a two-column list. On the left write the analog time in words. On the right write the matching digital time. Write these four:
Read each pair aloud after you write it to check the two match.
Walk the room glancing at the 'to' times — the slip to catch is a pupil writing 8:50 or 8:10 for ten to 8 instead of 7:50. This is whole-class copybook practice, not marking.
The point of this round is the tricky 'to' times. We will set the hands to match 4:05, then 9:30, then the hard ones — 12:45 and 7:55. Say each one aloud before we check it, because the 'to' times catch people out.
This round is the practice bank — rotate fresh pupils briskly, one per challenge, and the class confirms before moving on. 4:05 and 9:30 are quick warm-ups; spend the time on 12:45 and 7:55, which are the point of the round.
Use the 'why does a to time keep the earlier hour on the digital screen?' callout: 12:45 is still inside the 12 o'clock hour, and 7:55 is still inside the 7 o'clock hour. Use the ✓ to confirm each — 'yes, that's it.'
Why does 'quarter to 5' show as 4:45 and not 5:45 on a digital clock?
Listen for pupils explaining that the clock is still inside the 4 o'clock hour until it reaches 5:00 — the minutes are counting up toward 5, not from it. Revoice a strong answer: 'so the digital clock shows the hour we are still in, and the minutes count up to the next one.' Head off the common slip of reading the 'to' hour as the digital hour.
Next we will look at the calendar — days, weeks and months — and find any date we are looking for.
Close on the 'to' time idea, since it is the part that lasts. A quick thumbs-up check: read '4:50' and ask whether that is a 'to' time and what we would say (ten to 5).
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