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

Let’s solve each row step by step. We’ll read the time on Clock A and Clock B, then find how much time has passed between them.

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Row 1:

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? Wait, let’s look again.
Actually, hour hand is near 12, minute hand is on 9 → 9 × 5 = 45 minutes.
But if minute hand is on 9, that means it’s 45 minutes past the hour. The hour hand should be close to the next hour.
Wait — in Clock B, the hour hand is between 11 and 12, closer to 12? Actually, no — looking carefully:
Hour hand is pointing at 11? No — wait, the red hand (minute) is on 9 → 45 min.
The black hand (hour) is just before 12 → so it’s 11:45? But that doesn’t make sense with elapsed time from 3:10.

Wait — I think I mixed up the hands. Let me clarify:

In analog clocks:
- Shorter hand = hour
- Longer hand = minute

Looking at Clock A (first one):
- Short hand (hour) is between 3 and 4 → so 3 o’clock
- Long hand (minute) is on 2 → 2 × 5 = 10 → so 3:10

Clock B (second one):
- Short hand (hour) is between 11 and 12 → so 11 o’clock? But that would mean time went backward. That can’t be right for “elapsed time”.

Wait — maybe I misread. Let’s check the positions again.

Actually, in Clock B:
- The short hand (hour) is pointing very close to 12 — but slightly before it? Or after?
Wait — the long hand (minute) is on 9 → which is 45 minutes.
If the minute hand is on 9, the hour hand should be 3/4 of the way to the next hour.

So if hour hand is near 12, and minute hand is on 9 → that’s 11:45? But then from 3:10 to 11:45 is 8 hours 35 minutes — possible, but let’s check other rows to see pattern.

Wait — perhaps I have Clock A and B switched in my mind? No, the labels are clear.

Alternative idea: Maybe Clock B is 12:45? But hour hand would be halfway between 12 and 1 if it were 12:45? No — at 12:45, hour hand is 3/4 of the way from 12 to 1.

Looking at Clock B image description: "hour hand near 12, minute hand on 9" — that suggests 11:45 or 12:45?

Actually, standard interpretation: if minute hand is on 9 (45 min), and hour hand is just before 12, it’s 11:45. If hour hand is just after 12, it’s 12:45.

But in the image, for Clock B, the hour hand is pointing toward 12, but since minute hand is on 9, it must be 11:45 — because at 12:45, the hour hand would be closer to 1.

This is confusing. Let me try a different approach — let’s assume the times are meant to be within a few hours apart, as typical for such worksheets.

Perhaps I misidentified the hands. Let me double-check common mistakes.

Another thought: In some clocks, colors might indicate, but here both hands are colored differently — red and green/black? In first clock, red is minute? Let's assume:

Typically in these diagrams:
- Red hand = minute hand
- Black/green = hour hand

In Clock A: red hand on 2 → 10 min, black hand between 3 and 4 → 3:10

In Clock B: red hand on 9 → 45 min, black hand between 11 and 12 → so 11:45

Then elapsed time from 3:10 to 11:45:

From 3:10 to 11:10 is 8 hours, then +35 min = 8 hours 35 min.

But let’s verify with second row to see if this makes sense.

Row 2:

Clock A:
- Red hand (minute) on 12 → 0 min
- Black hand (hour) on 10 → 10:00

Clock B:
- Red hand on 10 → 50 min (10×5)
- Black hand between 3 and 4 → so 3:50

Elapsed time from 10:00 to 3:50? That would be 5 hours 50 min if same day, but 10 AM to 3:50 PM is 5h50m, possible.

But usually in such problems, they expect simple subtraction.

From 10:00 to 3:50 — if we go forward, 10 to 12 is 2 hours, 12 to 3 is 3 hours, total 5 hours, plus 50 min = 5h50m.

Okay, plausible.

Back to Row 1: 3:10 to 11:45.

Calculate elapsed time:

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 do proper subtraction:

End time: 11:45

Start time: 3:10

Subtract: 11:45 - 3:10 = (11-3) hours and (45-10) minutes = 8 hours 35 minutes. Yes.

Now Row 3:

Clock A:
- Red hand (minute) on 4 → 20 min (4×5)
- Black hand (hour) between 10 and 11 → so 10:20

Clock B:
- Red hand on 5 → 25 min
- Black hand between 12 and 1 → so 12:25

Elapsed time: from 10:20 to 12:25

10:20 to 12:20 is 2 hours, plus 5 min = 2 hours 5 minutes.

Or: 12:25 - 10:20 = 2 hours 5 minutes.

Row 4:

Clock A:
- Red hand on 2 → 10 min
- Black hand between 7 and 8 → 7:10

Clock B:
- Red hand on 11 → 55 min (11×5)
- Black hand between 8 and 9 → 8:55

Elapsed time: from 7:10 to 8:55

7:10 to 8:10 is 1 hour, 8:10 to 8:55 is 45 min, total 1 hour 45 min.

Or: 8:55 - 7:10 = 1 hour 45 minutes.

Now, let’s write all answers clearly.

But wait — in Row 1, is Clock B really 11:45? Let me confirm the hand positions once more based on standard interpretation.

Upon second thought, in many educational materials, when the minute hand is on 9 and hour hand is near 12, it could be interpreted as 12:45 if the hour hand is past 12. But in the description, it says "hour hand near 12", which is ambiguous.

However, looking at the context of the worksheet, and to avoid negative time, it must be that Clock B is later than Clock A.

In Row 1, if Clock A is 3:10, and Clock B is 11:45, that’s fine.

But let’s check the actual image mentally: in Clock B, if the hour hand is pointing at 12, and minute at 9, it might be 12:45? But at 12:45, the hour hand should be three-quarters of the way to 1, not at 12.

I think there might be a mistake in my initial assumption.

Alternative interpretation: Perhaps in Clock B, the hour hand is on 12, meaning 12 o'clock, and minute hand on 9 is 45 minutes, so 12:45.

Then from 3:10 to 12:45 — that would be 9 hours 35 minutes? From 3:10 to 12:10 is 9 hours, plus 35 min = 9h35m.

But that seems long.

Perhaps the clocks are not in chronological order? But the question says "between Clock A and B", implying A to B.

Another idea: Maybe for Clock B in Row 1, the hour hand is between 11 and 12, but since minute hand is on 9, it's 11:45, and that's correct.

I think I should stick with that.

To resolve this, let's look for consistency.

In Row 2: Clock A 10:00, Clock B 3:50 — if we assume 10:00 AM to 3:50 PM, it's 5h50m, which is reasonable.

In Row 3: 10:20 to 12:25 — 2h5m.

In Row 4: 7:10 to 8:55 — 1h45m.

All seem reasonable.

For Row 1, 3:10 to 11:45 is 8h35m, which is also reasonable.

Perhaps the worksheet intends for us to calculate the difference regardless of AM/PM, so we take the absolute difference.

So I'll proceed with that.

Final Answers:

Row 1:
- Clock A: 3:10
- Clock B: 11:45
- Elapsed: 8 hours 35 minutes

Row 2:
- Clock A: 10:00
- Clock B: 3:50
- Elapsed: 5 hours 50 minutes

Row 3:
- Clock A: 10:20
- Clock B: 12:25
- Elapsed: 2 hours 5 minutes

Row 4:
- Clock A: 7:10
- Clock B: 8:55
- Elapsed: 1 hour 45 minutes

But let's double-check Row 2 Clock B: minute hand on 10? Earlier I said on 10 for minute hand.

In Row 2, Clock B: "red hand on 10" — 10 × 5 = 50 minutes, hour hand between 3 and 4, so 3:50. Yes.

And Clock A: minute hand on 12, hour on 10, so 10:00. Yes.

Elapsed: from 10:00 to 3:50.

If we consider 10:00 to 12:00 is 2 hours, 12:00 to 3:00 is 3 hours, total 5 hours, then 3:00 to 3:50 is 50 minutes, so 5h50m. Correct.

Similarly, others are correct.

So now, compiling the final answer as per the worksheet format.

The worksheet has four sets, each with three questions.

So for each set:

Set 1:
What time is on Clock A? 3:10
What time is on Clock B? 11:45
How much time has elapsed? 8 hours 35 minutes

Set 2:
Clock A: 10:00
Clock B: 3:50
Elapsed: 5 hours 50 minutes

Set 3:
Clock A: 10:20
Clock B: 12:25
Elapsed: 2 hours 5 minutes

Set 4:
Clock A: 7:10
Clock B: 8:55
Elapsed: 1 hour 45 minutes

I think that's accurate.

Final Answer:
For the first pair:
- Clock A: 3:10
- Clock B: 11:45
- Elapsed time: 8 hours 35 minutes

For the second pair:
- Clock A: 10:00
- Clock B: 3:50
- Elapsed time: 5 hours 50 minutes

For the third pair:
- Clock A: 10:20
- Clock B: 12:25
- Elapsed time: 2 hours 5 minutes

For the fourth pair:
- Clock A: 7:10
- Clock B: 8:55
- Elapsed time: 1 hour 45 minutes