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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
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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