कविता हिंदी में: बचपन | Kaavyalaya – Poems that Touch the Heart – by Sadhna Jain

बचपन is a Short Hindi Poem written by Sadhna Jain.

बचपन is a Short Hindi Poem written by Sadhna Jain.



बचपन के रिश्तो मे प्यार भरा होता है,
ठोकर लगे कभी जो भाई को, तो दर्द बहन को होता है,
 
बहन हो बडी तो दोस्त बन जाती है,
छोटी हो अगर तो नखरे उठवाती है,
राखी के धागों मे, प्यार गूंथ लाती है,
मंगल तिलक कर अमंगल भगाती है,
 
बचपन के नाम से ही, वो दिन याद आते है,
खट्टी-मीठी ढेरो यादे, आंखो मे भर जाते है,
 
हिसाब का पेपर तब बहुत रूलाता था,
ऊपर से पिताजी की डांट पडवाता था,
 
बनिये की बेटी होकर, हिसाब से डरती है, देख तेरे भाई के 100 मे से 80 है,
सारे साल कक्षा मे, क्या सोती रही, जो पेपर के दिन सुबह से रोती है,
 
उस दिन भाई ने बडे प्यार से समझाया था, डर मत, ध्यान से पढ, कह कर मनाया था, 100 मे से 70 पाए, भाई का कमाल था, सब ने बधाई दी, खुल कर
हंसी आई थी,
 
ताजी हवा के झोके सा, होता है ये बचपन
उम्र का चाहे कोई भी पडाव हो, ठंडक का अहसास कराए ये बचपन

Engage:

How to Add a list of numbers – Learn Vedic Maths Tricks for Addition with examples for Fast & Easy Calculations

Addition is the most basic operation in mathematics. It is one of the most easy to perform operations in maths.
But what do you do when faced with addition of a series of big digits or just simply addition of a list of numbers?

How do you do Vedic Math Addition?

Addition is the most basic operation in mathematics. It is one of the most basic operations in maths.
But what do you do when faced with addition of a series of big digits or just simply addition of a list of numbers?
Use a calculator, did you say?

Here, we will tell you of a simple technique for fast addition tricks from vedic mathematics for performing addition on a list of numbers.

What advantage do I get by using Vedic mathematics methods?

  • Much faster than normal mathematics methods.
  • Increases speed and accuracy.
  • Improves academic performance and results.
  • Sharpens mind, increases mental agility and intelligence.
  • Increases visualization and concentration.
  • Become a mental calculator.

Who is the Founder of Vedic Maths?

Vedic Mathematics is the name given to an ancient system of calculation which was “rediscovered” from the Vedas between 1911 and 1918 by Sri Bharati Krishna Tirthaji Maharaj. According to Tirthaji, all of Vedic mathematics is based on sixteen Sutras, or word-formulae.

Addition is the most basic operation in mathematics. It is one of the most easy to perform operations in maths.
But what do you do when faced with addition of a series of big digits or just simply addition of a list of numbers?
Use a calculator, did you say?

Here, we will tell you of a simple technique for fast addition tricks from vedic mathematics for performing addition on a list of numbers.

Using this easy vedic maths tricks for addition, you will know how to calculate faster than a calculator. Learn this vedic maths tricks for fast addition
& more of our vedic maths tricks for addition, subtraction, multiplication, division. These easy math tricks & number magic give you maths calculation shortcuts, that will save you precious calculation time if you are preparing for competitive exams like IITJEE etc.

Adding a list of numbers

Rule: Look for number pairs that make a multiple of 10

Example: 17 + 26 + 33 + 44

Now, the list can be sequentially added as follows :
17 + 26 = 43 then 43 + 33 = 76 then 76 + 44 = 120

Or

You could look for number pairs that make multiples of 10.
17 + 33 is 50 and 26 + 44 is 70
Now, 50 + 70 = 120

Similar Examples:
74 + 54 + 86 + 97

= (74 + 86) + (54 + 96 + 1)
= 160 + 151 = 311

Or 2 + 4 + 7 + 9 + 2 + 8 + 6 + 1

= (2 + 8) + (4 + 6) + (9 + 1) + 7 + 2
= 10 + 10 + 10 + 7 + 2
= 30 + 9
= 39

IGNOU Assignment Front Page

The Front Page of IGNOU Assignment is very important. It should be attractive and at the same time it must also follow the format prescribed by the University. Here are certain important guidelines that will help you to make your IGNOU Assignment Front Page exactly like the format expected by IGNOU.

This page contains some important guidelines that will help you to make your IGNOU Assignment Front Page exactly like the format expected by the university.


Indira Gandhi National Open University (IGNOU) is a distance learning national university and is the biggest Open University of India. IGNOU offers a number of diverse courses for the students at all levels of study. A lot of graduate and postgraduate courses are being pursued by students from all over the world at IGNOU.

Download IGNOU Assignment Front Page Format

Now, as per the examination structure of the University, it provides a 30 percent weightage in the final results through the course assignments submitted by the students. These assignments are issued by the university for all courses & need to be solved and submitted within prescribed time limits to the respective regional study centers.

A lot of students are not aware as to how to complete the assignments and some are not sure of the format to be followed for submission.

University has also uploaded certain guidelines on their official website that need to be followed while preparing the assignment.

Also, the Front Page of IGNOU Assignment is very important. It should be attractive and at the same time it must also follow the format prescribed by the University. Here are certain important guidelines that will help you to make your IGNOU Assignment Front Page exactly like the format expected by IGNOU. 

IGNOU Assignment Front Page
IGNOU Assignment Front Page

As is visible in the above sample image, the IGNOU Assignment Front Page must include the following information.

  • Enrollment Number of the student
  • Name of the student
  • Address of the student
  • Name of the course
  • Course Code
  • Assignment number
  • Study Center of the student
  • Phone Number of the student
  • Email Id of the student
  • Date of submission
  • Signature of the student

Download IGNOU Assignment Front Page

The assignment and the assignment cover page must be presented on A4 paper sheets & must be hand written by the student. Answers can be written on both sides of the paper. While writing the answers, students can only mention the question number and continue with the answer. But it is advisable to write the complete question as well.

Different questions in an assignment can have different word limits. For instance, the 5 marks questions may have different word limit than a 10 marks or a 15 marks question. These word limits must be followed while answering the questions.

Following proper formats and word limits will help the evaluator easily assess the assignment and grade the same.

Separate A4 sheets need to be tied or filed together along with the IGNOU Assignment Front Page and submitted at the study center. Students who are unable to submit the assignment in person can also post the same to their study center.

IGNOU Submission of Assignments Date extended from 30/04/2020 to 31/05/2020

Not many universities in India offer open courses. Out of the ones that offer such courses, IGNOU is the one of the most preferred university. IGNOU provides numerous instructional programs at Bachelors, Masters, MPhil, and PhD levels. The courses offered at IGNOU span across all streams such as IT & Computer Software, Law, Humanities & Social Sciences, Science, Teaching & Education, Engineering, Business & Management Studies, Medicine & Health Sciences, Mass Communication & Media, Hospitality & Travel, Arts (Fine/ Visual/Performing).

Candidates can enroll to any course by paying a minimal fee as compared to other universities and institutes. IGNOU has been founded to serve the Indian people by way of distance and open education, offering greater education opportunities specially to the disadvantaged sections of the society. Additionally, it intends to encourage, organize and establish standards for distance and open education from India.

FAQs Related to IGNOU Assignment Front Page Format

What is the last date for submitting assignment?

The deadline for submission of assignment is mentioned in your assignment. Before that deadline, you have to submit it. However, relaxations & extensions are sometimes given by IGNOU for assignment submission date, as per special circumstances.

How to calculate square of any number – Learn Vedic Maths Trick for Fast & Easy Calculations

Vedic Maths is a collection of very simple maths tricks based on pattern recognition and hence easy to learn. Vedic Maths Tricks are systematic and far more effective than the regular calculation methods.
Learn Vedic Maths Trick: How to calculate square of any number.

Vedic Maths is a collection of very simple maths tricks based on pattern recognition and hence easy to learn. Vedic Maths Tricks are systematic and far more effective than the regular calculation methods.

Learn Vedic Maths Tricks
Learn Vedic Maths Tricks

If we solve maths problems with the usual methods, problems seem to be complex at ties and also consume time. Therefore, to calculate fast, it is advisable to Learn Vedic Maths Techniques.

Students who Learn Vedic Maths Tricks & practice this methodology are far from the Fear of Mathematics that usually grips a lot of children. Speed and accuracy levels also increase by Learning Vedic Mathematics.

Learn Vedic Maths Trick: How to calculate square of any number


See Also: Multiplying a number by 5 – Learn Vedic Maths for Fast & Easy Calculations


Calculating squares can be very easy once you learn Vedic Maths Tricks.

Step 1. Choose a base (ones, tens,hundereds, thousands etc.) close to the number whose sq. is to be found.
Step 2. Find the difference of the number from its base.


Step 3. Add the difference with the number
Step 4. Multiply the result with the base.
Step 5. Add the product of the sq. of the difference with the result of the above point.

Let’s take an example to understand this: (102) ² =?

Step 1. Choose 100 as base
Step 2. Difference =102-100 = 2
Step 3. Number + difference = 102+ (2) = 104
Step 4. Multiplying result with base = 104*100 = 10400
Step 5. Adding result with square of difference= 10400+ (2)² = 10400 + 4 = 10404

Let’s take another example: (195) ² =?

  • Step 1. Choose 200 as base
  • Step 2. Difference =195-200 = -5
  • Step 3. Number + difference = 195+ (-5) = 190
  • Step 4. Multiplying result with base = 190*200= 38000
  • Step 5. Adding result with square of difference= 38000+ (-5)² = 38000+ 25= 38025