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Important Questions with Solutions: Racing Seconds | Mathematics (Maths Mela) Class 5 - New NCERT PDF Download

Important Questions with Solutions: Racing Seconds | Mathematics (Maths Mela) Class 5 - New NCERT

Q1: What time will it be
(a) 2 hours after 8 a.m.?
(b) 4 hours after 10 p.m.?
(c) 5 hours before 12 noon.?
(d) 4 hours before 2 a.m.?

Important Questions with Solutions: Racing Seconds | Mathematics (Maths Mela) Class 5 - New NCERT

Ans: (a) 2 hours after 8 a.m. will be 10 a.m.
(b) 2 hours after 10 p.m. will be 12 midnight.
2 hours after 12 midnight will be 2 a.m.
Thus, 4 hours after 10 p.m. will be 2 a.m.
(c) 5 hours before 12 noon will be 7 a.m.
(d) 2 hours before 2 a.m. will be 12 midnight.
2 hours before 12 midnight will be 10 p.m.
Thus, 4 hours before 2 a.m. will be 10 p.m.

Q2: Write down the time shown by each of the following clocks.
Important Questions with Solutions: Racing Seconds | Mathematics (Maths Mela) Class 5 - New NCERT 

Ans: (a) The time is 4:35 or 25 minutes to 5.
(b) The time is 1:30 or half-past 1.  
(c) The time is 3:40 or 20 minutes to 4.
(d) The time is 6:55 or 5 minutes to 7.
(e) The time is 8:10 or 10 minutes past 8.
(f) The time is 10:40 or 20 minutes to 11.

Q3: Write the time using a.m. or p.m.
(a) 6:30 in the evening
(b) 7:15 in the morning
(c) 4:08 in the morning
(d) 45 minutes after midnight.
(e) 1: 45 after midnight.
(f) 1 hour after 12 noon

Important Questions with Solutions: Racing Seconds | Mathematics (Maths Mela) Class 5 - New NCERT

Ans: (a) 6:30p.m.
(b) 7:15a.m.
(c) 4:08a.m.
(d) 12:45 a.m.
(e) 1:45 a.m.
(f) 1:00 p.m.

Q4: How many days are there from 16th March to 12th April?

Ans: Days left out in March = 31 - 15 = 16
Days in April = 12
Total number of days = 16 + 12 = 28
So, there are 28 days from 16th March to 12th April.

Q5: Convert 12-Hours Clock to 24-Hours Clock
(a) 7: 30 p. m.
(b) 11: 55 a. m.
(c) 3: 20 p. m.
(d) 10: 00 a. m.
Important Questions with Solutions: Racing Seconds | Mathematics (Maths Mela) Class 5 - New NCERT

Note: A 12-hour clock uses the numbers 1 - 12. A 24-hour clock typically uses the number 0 - 23, where 00: 00 indicates midnight and a day runs from midnight to midnight over 24 hours.

(a) Given time is 7: 30 p. m. Now, convert into 24-hours clock:

Therefore, the answer is 19: 30.

(b) Given time is 11: 55 a. m. Now, convert into 24-hours clock:

Therefore, the answer is 11: 55.

(c) Given time is 3: 20 p. m. Now, convert into 24-hours clock:

Therefore, the answer is 15: 20.

(d) Given time is 10: 00 a. m. Now, convert into 24-hours clock:

Therefore, the answer is 10: 00.

Q6: Convert 24-Hours Clock to 12-Hours Clock

(a) 16: 30

(b) 20: 20

(c) 08: 10

(d) 15: 55

(a) Given time is 16:30.
Now, convert into 12-hours clock: Therefore, the answer is 4:30 p.m.
(b) Given time is 20:20.
Now, convert into 12-hours clock :20:20=20:20−12:00 = 8:20
Therefore, the answer is 8:20 p. m.
(c) Given time is 08:10.
Now, convert into 12-hours clock :08:10 = 08:10
Therefore, the answer is 08:10 a. m.
(d) Given time is 15:55.
Now, convert into 12-hours clock:15:55 = 15:55−12:00 =03:55
Therefore, the answer is 03:55 p. m.

Q7: Write in the Time Using A.M. - P. M. Conversion

(a) 3 hour past 04: 00 a. m. is?
(b) 1 hour past 7: 00 p.m. is?
(c) 25 minutes past 11: 40 a.m. is?
Ans:

Note: “AM” stands for anti meridiem, meaning “before midday” while “PM” stands for post meridiem, or “after noon”.

(a) Given a sentence, 3 hours past 04:00 a.m.

So, 3 hours past 04: 00 a.m. represent after 3 hours
Hence, 4:00 +3 = 7:00 

Therefore, the time 3 hour past 04: 00 a.m. is 7:00 a.m.

(b) Given a sentence, 1 hour past 7:00 p.m.

So, 1 hour past 7: 00 p.m. represent after 1 hour

Hence, 7:00 + 1 = 8:00 

Therefore, the time 1 hour past 7: 00 p. m. is 8: 00 p. m.

(c) Given a sentence, 25 minutes past 11:40 a.m. So, 25 minutes past 11:40 a.m. represent after 25 minutes

Hence, 11:40+25min = (40+25) min = 65min = 1 h 5 min=11:00+1 h 5 min
=12:05 
Therefore, the time 25 minutes past 11: 40 a.m. is 12: 05 p.m
The document Important Questions with Solutions: Racing Seconds | Mathematics (Maths Mela) Class 5 - New NCERT is a part of the Class 5 Course Mathematics (Maths Mela) Class 5 - New NCERT.
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FAQs on Important Questions with Solutions: Racing Seconds - Mathematics (Maths Mela) Class 5 - New NCERT

1. What is the main focus of the Racing Seconds article?
Ans. The main focus of the Racing Seconds article is the importance of time management and strategies for improving speed and efficiency in various tasks, particularly in competitive environments such as racing or timed events.
2. How can students apply time management strategies from Racing Seconds in their studies?
Ans. Students can apply time management strategies by prioritizing tasks, setting specific goals, breaking study sessions into manageable time blocks, and utilizing tools like timers or planners to monitor their progress and stay focused.
3. What are some common mistakes to avoid while racing against time as discussed in the article?
Ans. Common mistakes to avoid include procrastination, underestimating the time required for tasks, failing to plan ahead, and allowing distractions to interrupt focus. Recognizing these pitfalls can help individuals improve their performance.
4. How does the concept of racing seconds relate to everyday life tasks?
Ans. The concept of racing seconds can be applied to everyday life by emphasizing the value of time in completing tasks efficiently, whether it’s managing household chores, meeting deadlines at work, or participating in sports. It encourages individuals to be more aware of how they use their time.
5. What tips does the Racing Seconds article provide for improving speed in competitive scenarios?
Ans. The article provides tips such as practicing regularly, maintaining a positive mindset, staying physically fit, and analyzing past performances to identify areas for improvement. These strategies help individuals enhance their speed and efficiency in competitive scenarios.
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