Analog clock worksheet for students to practice reading time and calculating elapsed time.

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

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First Pair:

Clock A:
Hour hand is just past 3 → hour = 3
Minute hand points to 2 → 2 × 5 = 10 minutes
→ Time on Clock A: 3:10

Clock B:
Hour hand is almost at 12, but since minute hand is at 47 (9×5=45? Wait — let’s check again)
Wait — Clock B: Hour hand is near 12, minute hand points to 9 → 9 × 5 = 45 minutes
But hour hand is *just before* 12? Actually, looking carefully:
In Clock B, hour hand is between 11 and 12, closer to 12 → so it’s 11:something
Minute hand at 9 → 45 minutes
→ Time on Clock B: 11:45

Wait — that can’t be right for elapsed time from 3:10 to 11:45? That would be over 8 hours — possible, but let’s double-check the clocks.

Actually, re-examining:

Clock A:
Red hour hand → pointing just after 3 → 3 o’clock
Blue minute hand → pointing at 2 → 10 minutes → 3:10

Clock B:
Green hour hand → pointing just before 12 → so 11 o’clock
Red minute hand → pointing at 9 → 45 minutes → 11:45

Elapsed time from 3:10 to 11:45:

From 3:10 to 11:10 is 8 hours
Then 11:10 to 11:45 is 35 minutes
Total: 8 hours 35 minutes

BUT — wait! Is this AM/PM? The problem doesn’t specify, but in school worksheets like this, we assume same day, no crossing midnight unless obvious.

However, 3:10 to 11:45 could also be interpreted as 3:10 PM to 11:45 PM? Or maybe 3:10 AM to 11:45 AM? Either way, elapsed time is same: 8h35m.

But let’s look at the other pairs — maybe I misread Clock B.

Wait — actually, in Clock B of first pair:
The green hour hand is pointing VERY close to 12 — but if minute hand is at 45, then hour should be 11:45, yes.

Alternatively — perhaps the hour hand is at 12? But no — at 12:45, hour hand would be halfway between 12 and 1. Here it’s near 12, so likely 11:45.

But let’s check second pair to see pattern.

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Second Pair:

Clock A:
Green hour hand → pointing at 10
Red minute hand → pointing at 12 → 00 minutes
→ 10:00

Clock B:
Green hour hand → between 3 and 4 → so 3 o’clock
Red minute hand → pointing at 9 → 45 minutes
→ 3:45

Elapsed time from 10:00 to 3:45?

If same day: 10:00 AM to 3:45 PM is 5 hours 45 minutes
Or 10:00 PM to 3:45 AM next day? Unlikely.

Assume same day, forward: 10:00 to 12:00 = 2 hours, 12:00 to 3:45 = 3h45m → total 5h45m

But let’s confirm with actual calculation:

From 10:00 to 3:45:

Hours: 3 - 10 = negative → so add 12? No — better to do:

From 10:00 to 12:00 → 2 hours
From 12:00 to 3:45 → 3 hours 45 minutes
Total: 2 + 3h45m = 5 hours 45 minutes

Okay.

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Third Pair:

Clock A:
Green hour hand → between 10 and 11 → so 10 o’clock
Red minute hand → pointing at 4 → 20 minutes
→ 10:20

Clock B:
Green hour hand → just past 12 → so 12 o’clock
Red minute hand → pointing at 5 → 25 minutes
→ 12:25

Elapsed time from 10:20 to 12:25:

From 10:20 to 12:20 = 2 hours
Then 12:20 to 12:25 = 5 minutes
Total: 2 hours 5 minutes

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Fourth Pair:

Clock A:
Green hour hand → between 7 and 8 → so 7 o’clock
Red minute hand → pointing at 2 → 10 minutes
→ 7:10

Clock B:
Green hour hand → pointing at 9
Red minute hand → pointing at 12 → 00 minutes
→ 9:00

Elapsed time from 7:10 to 9:00:

From 7:10 to 8:10 = 1 hour
From 8:10 to 9:00 = 50 minutes
Total: 1 hour 50 minutes

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Now go back to First Pair — did I make a mistake?

Clock A: 3:10
Clock B: Let’s re-read.

In Clock B of first pair:
Hour hand (green) is pointing very close to 12 — but if minute hand is at 9 (45 min), then hour must be 11:45, because at 12:45, hour hand would be 3/4 toward 1.

Here, hour hand is almost at 12 — so likely 11:45.

But 3:10 to 11:45 is 8 hours 35 minutes — which seems long compared to others.

Alternative interpretation: Maybe Clock B is 12:45? But hour hand isn't far enough.

Wait — look at the color coding: In all clocks, the hour hand is one color, minute hand another.

In first pair:

Clock A: red hour, blue minute → 3:10
Clock B: green hour, red minute → green hour near 12, red minute at 9 → 11:45

Yes.

Perhaps the worksheet expects us to assume both times are in the same half-day? But 3:10 to 11:45 is still valid.

Maybe I misread Clock A? Let me check again.

Clock A first pair:
Numbers: 12 at top, 3 right, 6 bottom, 9 left.
Red hand (hour) → between 3 and 4? No — it's pointing directly at 3? Wait — in image description, it says "red hand" for hour in Clock A first pair.

Actually, in standard analog clocks, shorter hand is hour, longer is minute.

In Clock A first pair:
Shorter hand (hour) → pointing at 3
Longer hand (minute) → pointing at 2 → 10 min → 3:10

Clock B first pair:
Shorter hand (hour) → pointing near 12, but slightly before → so 11
Longer hand (minute) → pointing at 9 → 45 min → 11:45

Elapsed: 3:10 to 11:45

Calculate properly:

From 3:10 to 11:10 = 8 hours
From 11:10 to 11:45 = 35 minutes
Total: 8 hours 35 minutes

Yes.

But let’s verify with subtraction:

Convert to minutes:

3:10 = 3*60 + 10 = 190 minutes
11:45 = 11*60 + 45 = 660 + 45 = 705 minutes
Difference: 705 - 190 = 515 minutes
515 ÷ 60 = 8 hours and 35 minutes (since 8*60=480, 515-480=35)

Correct.

So even though it’s large, it’s correct.

Now, let’s write answers for all four pairs.

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Final Answers per Pair:

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

Pair 2:
Clock A: 10:00
Clock B: 3:45
Elapsed: 5 hours 45 minutes

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

Pair 4:
Clock A: 7:10
Clock B: 9:00
Elapsed: 1 hour 50 minutes

Wait — for Pair 2: 10:00 to 3:45 — is that 5h45m? Yes.

But let’s confirm Pair 2 Clock B:
Hour hand between 3 and 4 → 3 o’clock
Minute hand at 9 → 45 → 3:45 — yes.

All good.

Now, format final answer as requested.

Since ExplainAnswer is false, TeachTopic is false, GeneratePractice is false — we only output Final Answer.

But the instruction says: “Complete ALL reasoning and explanations BEFORE writing the Final Answer.” And then “Final Answer: [Provide only the final correct answer]”

And since no options are true, we skip those sections.

But what does “final correct answer” mean? For multiple questions, probably list all answers.

Looking at the worksheet, there are 4 sets, each with 3 blanks.

So we need to provide 12 answers? Or group by set.

Probably best to list each set clearly.

But the instruction says “only the final correct answer” — so perhaps concise.

I think we should present it as:

For each row:

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

Row 2:
Clock A: 10:00
Clock B: 3:45
Elapsed: 5 hours 45 minutes

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

Row 4:
Clock A: 7:10
Clock B: 9:00
Elapsed: 1 hour 50 minutes

To save space, perhaps write in order as asked.

The worksheet asks for:

What time is on Clock A ? _______
What time is on Clock B ? _______
How much time has elapsed between Clock A and B ? _______

Repeated 4 times.

So final answer should be 12 values.

But to be clear, I'll list them in order.

Final Answer:

3:10
11:45
8 hours 35 minutes
10:00
3:45
5 hours 45 minutes
10:20
12:25
2 hours 5 minutes
7:10
9:00
1 hour 50 minutes

But let’s double-check Pair 3 Clock B:
Hour hand just past 12 → 12
Minute hand at 5 → 25 → 12:25 — yes.

Pair 4: Clock A 7:10, Clock B 9:00 — elapsed 1h50m — yes.

All verified.

One last check on Pair 1 elapsed: 3:10 to 11:45.

Another way: 11:45 minus 3:10.

11:45 - 3:10 = (11-3) hours and (45-10) minutes = 8 hours 35 minutes — perfect.

Similarly, Pair 2: 3:45 - 10:00 — can't subtract directly, so borrow: 15:45 - 10:00 = 5:45 — assuming 3:45 PM and 10:00 AM, but in context, it's fine.

In school problems, they usually don't cross noon/midnight without specifying, but here it's acceptable.

I think it's correct.

Final Answer: