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Time Worksheets | Time Worksheets for Learning to Tell Time - Free Printable

Time Worksheets | Time Worksheets for Learning to Tell Time

Educational worksheet: Time Worksheets | Time Worksheets for Learning to Tell Time. Download and print for classroom or home learning activities.

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Show Answer Key & Explanations Step-by-step solution for: Time Worksheets | Time Worksheets for Learning to Tell Time
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Let’s go through each pair of clocks one by one. We’ll read the time on Clock A, then Clock B, and calculate how much time has passed between them.

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First Pair:

Clock A:
- Hour hand is just past 3 → so it’s 3 o’clock something.
- Minute hand points to 2 → that’s 10 minutes (because each number = 5 minutes: 2 × 5 = 10).
→ So Clock A shows 3:10

Clock B:
- Hour hand is almost at 12, but not quite — actually, it’s pointing at 11, and minute hand is near 10? Wait — let’s look again.
Actually, in Clock B:
- Hour hand is between 11 and 12 → so it’s 11 o’clock something.
- Minute hand points to 9 → 9 × 5 = 45 minutes.
→ So Clock B shows 11:45

Wait — that can’t be right for elapsed time if we’re going from 3:10 to 11:45? That would be over 8 hours — but maybe it’s AM/PM? Actually, looking at the clock faces again — perhaps I misread Clock B.

Let me double-check:

In Clock B (first row):
Hour hand is very close to 12, but slightly before — no, wait — actually, the hour hand is pointing at 11, and the minute hand is pointing at 9? No — let’s count carefully.

Standard analog clock:
Each big number = 5 minutes.
Minute hand at 9 → 45 minutes.
Hour hand: if it’s between 11 and 12, and minute hand is at 45, then yes — 11:45.

But Clock A is 3:10. If we assume both are same day, then from 3:10 to 11:45 is 8 hours 35 minutes? But that seems too long for a typical worksheet problem.

Wait — maybe I have Clock A and Clock B switched? Or maybe the second clock is earlier?

Looking again at first row:

Clock A: red hour hand near 3, green minute hand at 2 → 3:10 ✔️
Clock B: black hour hand near 12? Wait — no, in the image description, Clock B has hour hand near 12? Let me re-express based on standard interpretation.

Actually, let’s use precise reading:

For Clock B (first row):
The hour hand is pointing at 12? No — looking at the positions:

Perhaps better to describe:

In Clock B (first row), the short hand (hour) is pointing just before 12, and long hand (minute) is pointing at 9? That would be 11:45.

But that doesn’t make sense with Clock A being 3:10 unless it’s next day? Unlikely.

Wait — maybe I misidentified which is which. Let me check the labels.

The problem says “Clock A” and “Clock B” under each pair.

In first row:

Left clock labeled “Clock A”: hour hand between 3 and 4, closer to 3; minute hand at 2 → 3:10

Right clock labeled “Clock B”: hour hand between 11 and 12, closer to 12? Actually, if minute hand is at 9 (45 min), hour hand should be 3/4 of the way from 11 to 12 → so 11:45.

But then elapsed time from 3:10 to 11:45 is 8h35m — possible, but let’s check other pairs to see pattern.

Second pair:

Clock A: hour hand at 10, minute hand at 12 → 10:00
Clock B: hour hand between 3 and 4, minute hand at 9 → 3:45? Wait — minute hand at 9 is 45 min, hour hand between 3 and 4 → 3:45

From 10:00 to 3:45? That’s 5h45m — still long.

Third pair:

Clock A: hour hand between 10 and 11, minute hand at 4 → 10:20
Clock B: hour hand between 12 and 1, minute hand at 5 → 12:25? From 10:20 to 12:25 is 2h5m — more reasonable.

Fourth pair:

Clock A: hour hand between 7 and 8, minute hand at 2 → 7:10
Clock B: hour hand at 9, minute hand at 12 → 9:00? From 7:10 to 9:00 is 1h50m — also reasonable.

So maybe first pair is indeed 3:10 to 11:45? But that’s 8h35m — unusual.

Wait — perhaps in Clock B first row, the hour hand is at 12? Let me think differently.

Another possibility: in Clock B first row, the hour hand is pointing at 12, and minute hand at 9? That would be 12:45 — but then from 3:10 to 12:45 is 9h35m — worse.

Or maybe it's 11:45 PM to 3:10 AM? But worksheets usually don't do that.

I think I made a mistake in reading Clock B first row.

Let me visualize:

Typical clock: 12 at top, 3 right, 6 bottom, 9 left.

In Clock B first row:
- The short hand (hour) is pointing towards 12? Or 11?
If minute hand is at 9 (left side), that's 45 minutes.
If hour hand is near 12, it could be 12:45 — but then why is it labeled as after Clock A 3:10?

Unless... perhaps the times are not in chronological order? But the question asks "how much time has elapsed between Clock A and B", implying A then B.

Maybe for first pair, Clock B is 11:45, and Clock A is 3:10, but it's from 3:10 AM to 11:45 AM? That's 8h35m — acceptable.

But let's confirm with accurate reading.

I recall that in some worksheets, they might have times within same 12-hour cycle.

Let's try this approach: for each clock, read the time precisely.

First Row:

Clock A:
- Hour hand: between 3 and 4, closer to 3 → 3
- Minute hand: at 2 → 2 * 5 = 10 minutes
→ Time: 3:10

Clock B:
- Hour hand: between 11 and 12, closer to 12? Actually, since minute hand is at 9 (45 min), the hour hand should be 3/4 of the way from 11 to 12 → so 11:45
→ Time: 11:45

Elapsed time: from 3:10 to 11:45
Calculate:
From 3:10 to 11:10 is 8 hours
From 11:10 to 11:45 is 35 minutes
Total: 8 hours 35 minutes

But let's verify subtraction:
11:45 minus 3:10
Hours: 11 - 3 = 8
Minutes: 45 - 10 = 35
Yes, 8h35m.

Okay, proceed.

Second Row:

Clock A:
- Hour hand at 10
- Minute hand at 12 → 0 minutes
→ 10:00

Clock B:
- Hour hand between 3 and 4
- Minute hand at 9 → 45 minutes
→ 3:45

Elapsed time: from 10:00 to 3:45
This crosses 12, so better to calculate total minutes or add.

From 10:00 to 12:00 is 2 hours
From 12:00 to 3:45 is 3 hours 45 minutes
Total: 2 + 3 = 5 hours, plus 45 minutes → 5 hours 45 minutes

Subtraction: 3:45 is 15:45 in 24-hour, 10:00 is 10:00, difference 5h45m — yes.

Third Row:

Clock A:
- Hour hand between 10 and 11
- Minute hand at 4 → 4*5=20 minutes
→ 10:20

Clock B:
- Hour hand between 12 and 1
- Minute hand at 5 → 5*5=25 minutes
→ 12:25

Elapsed time: from 10:20 to 12:25
From 10:20 to 12:20 is 2 hours
From 12:20 to 12:25 is 5 minutes
Total: 2 hours 5 minutes

Fourth Row:

Clock A:
- Hour hand between 7 and 8
- Minute hand at 2 → 10 minutes
→ 7:10

Clock B:
- Hour hand at 9
- Minute hand at 12 → 0 minutes
→ 9:00

Elapsed time: from 7:10 to 9:00
From 7:10 to 8:10 is 1 hour
From 8:10 to 9:00 is 50 minutes
Total: 1 hour 50 minutes

Now, let's write all answers clearly.

Final Answer:

First Pair:
- Clock A: 3:10
- Clock B: 11:45
- Elapsed time: 8 hours 35 minutes

Second Pair:
- Clock A: 10:00
- Clock B: 3:45
- Elapsed time: 5 hours 45 minutes

Third Pair:
- Clock A: 10:20
- Clock B: 12:25
- Elapsed time: 2 hours 5 minutes

Fourth Pair:
- Clock A: 7:10
- Clock B: 9:00
- Elapsed time: 1 hour 50 minutes

I think that's correct. Let me just double-check the fourth pair: 7:10 to 9:00.

7:10 to 8:00 is 50 minutes, 8:00 to 9:00 is 1 hour, total 1h50m — yes.

All good.
Parent Tip: Review the logic above to help your child master the concept of maths clocks worksheet.
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