Mathematics
Grade-1
Easy
Question
Two hours after 10 o’clock is _____.
- 2 o’clock
- 12 o’clock
- 3 o’clock
- 11 o’clock
The correct answer is: 12 o’clock
Two hours after 10 o’clock is 12 o’clock.
10 + 2 = 12
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)
Find the time the clock shows.
![](data:image/png;base64,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)
MathematicsGrade-1
Mathematics
Tell the time the clock shows.
![](data:image/png;base64,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)
Tell the time the clock shows.
![](data:image/png;base64,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)
MathematicsGrade-1
Mathematics
Sandy wakes up at 6 o’clock. Choose the clock which shows the time 6o’clock.
Sandy wakes up at 6 o’clock. Choose the clock which shows the time 6o’clock.
MathematicsGrade-1
Mathematics
Tell the time when the hour hand is in 12 and the minute hand is in 12.
Tell the time when the hour hand is in 12 and the minute hand is in 12.
MathematicsGrade-1
Mathematics
Choose the clock which shows the time 7 o’clock.
Choose the clock which shows the time 7 o’clock.
MathematicsGrade-1
Mathematics
Draw the hour and minute hand to show the time 2 o’clock.
Draw the hour and minute hand to show the time 2 o’clock.
MathematicsGrade-1
Mathematics
The long hand is on 12 the short hand is on 3. What time is it?
The long hand is on 12 the short hand is on 3. What time is it?
MathematicsGrade-1
Mathematics
The hour hand is on 5 and the minute hand is on 12 ,the time is ____.
The hour hand is on 5 and the minute hand is on 12 ,the time is ____.
MathematicsGrade-1
Mathematics
Which clock shows 6 o’clock as the time?
Which clock shows 6 o’clock as the time?
MathematicsGrade-1
Mathematics
Write the time shown on the clock.
![](data:image/png;base64,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)
Write the time shown on the clock.
![](data:image/png;base64,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)
MathematicsGrade-1