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

Let's solve each of the four clock problems step by step. We'll determine the time shown on Clock A and Clock B, then calculate the elapsed time between them.

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Problem 1

#### Clock A:
- Hour hand: Between 3 and 4 → it's past 3
- Minute hand: Points to 2 → 2 × 5 = 10 minutes
- So, Clock A shows 3:10

#### Clock B:
- Hour hand: Between 9 and 10 → it's past 9
- Minute hand: Points to 12 → 0 minutes
- So, Clock B shows 9:00

Wait — but this is a problem. Clock A is 3:10 and Clock B is 9:00. But 9:00 comes *after* 3:10, so we assume the clocks are in order (A before B).

But let’s double-check:

Actually, Clock B has:
- Hour hand pointing at 9
- Minute hand pointing at 12 → 9:00

And Clock A:
- Hour hand just past 3
- Minute hand at 2 → 10 minutes → 3:10

So:
- Clock A: 3:10
- Clock B: 9:00

Now, how much time has elapsed?

From 3:10 to 9:00:
- From 3:10 to 9:10 would be 6 hours
- But we're going to 9:00, which is 10 minutes less → 5 hours 50 minutes

✔ Elapsed time: 5 hours 50 minutes

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Problem 2

#### Clock A:
- Hour hand: Between 11 and 12 → almost 12
- Minute hand: Points to 12 → 0 minutes
- So, Clock A shows 11:00

#### Clock B:
- Hour hand: Between 3 and 4 → past 3
- Minute hand: Points to 10 → 10 × 5 = 50 minutes
- So, Clock B shows 3:50

Elapsed time from 11:00 to 3:50:
- From 11:00 to 3:00 = 4 hours
- From 3:00 to 3:50 = 50 minutes
- Total: 4 hours 50 minutes

✔ Elapsed time: 4 hours 50 minutes

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Problem 3

#### Clock A:
- Hour hand: Between 7 and 8 → past 7
- Minute hand: Points to 5 → 5 × 5 = 25 minutes
- So, Clock A shows 7:25

#### Clock B:
- Hour hand: Between 1 and 2 → past 1
- Minute hand: Points to 6 → 6 × 5 = 30 minutes
- So, Clock B shows 1:30

Wait — 1:30 is *before* 7:25? That can't be if A comes first.

But look closely: Clock A shows 7:25, Clock B shows 1:30 — that would mean the time went *backwards*. But maybe it's next day?

But since it's a worksheet, likely it's within same day, and perhaps we misread.

Wait — Clock B:
- Hour hand is between 1 and 2 → yes, 1:xx
- Minute hand at 6 → 30 minutes → 1:30

But 1:30 is earlier than 7:25. That doesn't make sense unless the times are reversed.

Wait — perhaps I made a mistake.

Look again at Clock B:
- The hour hand is pointing at 1, minute hand at 6 → 1:30
- But Clock A is 7:25

So from 7:25 to 1:30 next day?

Yes! It must be the next day.

So elapsed time from 7:25 PM to 1:30 AM next day.

Let’s compute:
- From 7:25 to 12:00 (midnight) = 4 hours 35 minutes
- From 12:00 to 1:30 = 1 hour 30 minutes
- Total: 4h35m + 1h30m = 6 hours 5 minutes

Alternatively:
- From 7:25 to 1:25 = 6 hours
- Then 1:25 to 1:30 = 5 minutes → total 6 hours 5 minutes

✔ Elapsed time: 6 hours 5 minutes

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Problem 4

#### Clock A:
- Hour hand: Between 7 and 8 → past 7
- Minute hand: Points to 1 → 1 × 5 = 5 minutes
- So, Clock A shows 7:05

#### Clock B:
- Hour hand: Between 9 and 10 → past 9
- Minute hand: Points to 12 → 0 minutes
- So, Clock B shows 9:00

Elapsed time from 7:05 to 9:00:
- From 7:05 to 9:05 = 2 hours
- Subtract 5 minutes → 2 hours - 5 minutes = 1 hour 55 minutes

Or:
- 7:05 to 8:05 = 1 hour
- 8:05 to 9:00 = 55 minutes
- Total: 1 hour 55 minutes

✔ Elapsed time: 1 hour 55 minutes

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✔ Final Answers:

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Problem 1:
- Clock A: 3:10
- Clock B: 9:00
- Elapsed time: 5 hours 50 minutes

Problem 2:
- Clock A: 11:00
- Clock B: 3:50
- Elapsed time: 4 hours 50 minutes

Problem 3:
- Clock A: 7:25
- Clock B: 1:30
- Elapsed time: 6 hours 5 minutes

Problem 4:
- Clock A: 7:05
- Clock B: 9:00
- Elapsed time: 1 hour 55 minutes

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🔍 Notes:

- Always check whether the second time is later than the first.
- If not, consider it might be the next day (e.g., evening to early morning).
- Use the method: Convert both to minutes, subtract, or break into parts.

Let me know if you'd like this formatted for printing or as a completed worksheet!