Hey Friends, here is another Math Trick to find the sum of all consecutive even numbers starting form 2 in seconds. No doubt these tricks can help students to compete and excel with regular practice. I hope it is of help to you :)
There are different definitions of law given by various jurists. Some of the important definitions of law are as follows:
The ancient Greek Philosopher Aristotle defined law 'as an embodiment of reasons whether in individual or the community'.
British philosopher Jereny Benthan defined the as 'A collection of signs declarative of a volition conceived or adopted by the sovereign'
HONG KONG INTERNATIONAL CONVENTION FOR THE SAFE AND ENVIRONMENTALLY SOUND REC...iMentor Education
Each Party to this Convention undertakes to give full and complete effect to its provisions in order to prevent, reduce, minimize and, to the extent practicable, eliminate accidents, injuries and other adverse effects on human health and the environment caused by Ship Recycling, and enhance ship safety, protection of human health and the environment throughout a ship’s operating life.
Many Centuries ago, Christians came to India and settled in this country when East India Company assumed ruling power in India and established its own courts. With the establishment of the Supreme Courts, the Common Law of England was made applicable to India on many subjects including marriage and divorce among the Christian community, on the ground that it
was based on the principle of equity, justice and good conscience.
Whereas it is expedient to require employers in industrial establishments to define with sufficient precision the conditions of employment under them and to make the said conditions known to workmen employed by them.
There are different definitions of law given by various jurists. Some of the important definitions of law are as follows:
The ancient Greek Philosopher Aristotle defined law 'as an embodiment of reasons whether in individual or the community'.
British philosopher Jereny Benthan defined the as 'A collection of signs declarative of a volition conceived or adopted by the sovereign'
HONG KONG INTERNATIONAL CONVENTION FOR THE SAFE AND ENVIRONMENTALLY SOUND REC...iMentor Education
Each Party to this Convention undertakes to give full and complete effect to its provisions in order to prevent, reduce, minimize and, to the extent practicable, eliminate accidents, injuries and other adverse effects on human health and the environment caused by Ship Recycling, and enhance ship safety, protection of human health and the environment throughout a ship’s operating life.
Many Centuries ago, Christians came to India and settled in this country when East India Company assumed ruling power in India and established its own courts. With the establishment of the Supreme Courts, the Common Law of England was made applicable to India on many subjects including marriage and divorce among the Christian community, on the ground that it
was based on the principle of equity, justice and good conscience.
Whereas it is expedient to require employers in industrial establishments to define with sufficient precision the conditions of employment under them and to make the said conditions known to workmen employed by them.
1. Short title, extent and commencement.—(1) This Act may be called the Specific Relief Act, 1963.
(2) It extends to the whole of India except the State of Jammu and Kashmir.
(3) It shall come into force on such date 1 as the Central Government may, by notification in the Official Gazette, appoint.
Prior to the year 1947, industrial disputes were being settled under the provisions of the Trade Disputes Act, 1929. Experience of the working of the 1929 Act revealed various defects which needed to be overcome by a fresh legislation. Accordingly the Industrial Disputes Bill was introduced in the Legislature. The Bill was referred to the select committee. On the
recommendations of the Select Committee amendments were made in the original Bill.
THE INDIAN PENAL CODE, 1860
ACT NO. 45 OF 1860 [6th October, 1860.]
CHAPTER I
INTRODUCTION
Preamble.-WHEREAS it is expedient to provide a general Penal Code for [India]; It is enacted as follows:
1. Title and extent of operation of the Code.
1. Title and extent of operation of the Code.--This Act shall be
called the Indian Penal Code, and shall 3* [extend to the whole of India 4* [except the State of Jammu and Kashmir].
Hey friends, here is a simple trick to find the summation of consecutive odd numbers starting from 1 in a second. This simple trick can be very useful for various competitive exams saving great time with accuracy. I hope this is useful for you :)
NCERT Grade 9 Chapter 12, Heron’s Formula.
Heron was born in about 10AD possibly in Alexandria
in Egypt. He worked in applied mathematics. His works
on mathematical and physical subjects are so numerous
and varied that he is considered to be an encyclopedic
writer in these fields. His geometrical works deal largely
with problems on mensuration written in three books.
Book I deals with the area of squares, rectangles,
triangles, trapezoids (trapezia), various other specialised
quadrilaterals, the regular polygons, circles, surfaces of
cylinders, cones, spheres etc. In this book, Heron has
derived the famous formula for the area of a triangle in
terms of its three sides
Spontaneous imbibition has long been known to have significant role in recovering oil from low permeability fractured reservoirs. Though the fundamental theory of capillarity is known for about a century by the works of Hagen Poiseuille and then by Lucas and Washburn they do not entirely describe the phenomena. The capillary action at early times i.e. in the inertial regime and the dynamics for interacting capillaries remain unexplained. In the
present work, we report the numerical investigations using volume of fluid (VOF) model for the spontaneous imbibition in non-interacting and interacting capillaries. Capillaries with
radii 0.5 and 1 mm, length 100 mm were selected for studying the effect of non-interacting and interacting nature on the imbibition dynamics. The two interacting capillary cases were
with centre to centre distance of 1.25 and 1.485 mm. The interacting capillary model shows that if connectivity is more capillaries will behave as single capillary, but if connectivity is
less meniscus leads in smaller radii capillary. The study will help us in understanding the physics of flow in fractured reservoirs.
I have tried to explain the importance and method to write research articles/ reports for publications. If you have any query can reach to me on ganesh@cctech.co.in.
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 6th chapter of book on CRE from Octave Levenspiel.
I plan to upload & share most of the stuff I prepared for the GATE exam. My best wishes to those preparing for GATE !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 5th chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing for GATE !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 14th chapter of book on Chemical Engineering Kinetics, by J. M. Smith. I plan to share most of the stuff I prepared for the GATE exam.
My best wishes to those preparing for GATE !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 13th chapter of book on Chemical Engineering Kinetics, by J. M. Smith. I plan to share most of the stuff I prepared for the GATE exam.
My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 7th chapter of book on Chemical Engineering Kinetics, by J. M. Smith. I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the unsolved problems from 3rd chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the problems from 3rd chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 12th chapter of book on Chemical Engineering Kinetics, by J. M. Smith. I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Interpretation from Batch Reactor Data: Problem SolvingiMentor Education
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the third chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the third chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the very first chapter for CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for teh GATE exam.
Operation “Blue Star” is the only event in the history of Independent India where the state went into war with its own people. Even after about 40 years it is not clear if it was culmination of states anger over people of the region, a political game of power or start of dictatorial chapter in the democratic setup.
The people of Punjab felt alienated from main stream due to denial of their just demands during a long democratic struggle since independence. As it happen all over the word, it led to militant struggle with great loss of lives of military, police and civilian personnel. Killing of Indira Gandhi and massacre of innocent Sikhs in Delhi and other India cities was also associated with this movement.
1. Short title, extent and commencement.—(1) This Act may be called the Specific Relief Act, 1963.
(2) It extends to the whole of India except the State of Jammu and Kashmir.
(3) It shall come into force on such date 1 as the Central Government may, by notification in the Official Gazette, appoint.
Prior to the year 1947, industrial disputes were being settled under the provisions of the Trade Disputes Act, 1929. Experience of the working of the 1929 Act revealed various defects which needed to be overcome by a fresh legislation. Accordingly the Industrial Disputes Bill was introduced in the Legislature. The Bill was referred to the select committee. On the
recommendations of the Select Committee amendments were made in the original Bill.
THE INDIAN PENAL CODE, 1860
ACT NO. 45 OF 1860 [6th October, 1860.]
CHAPTER I
INTRODUCTION
Preamble.-WHEREAS it is expedient to provide a general Penal Code for [India]; It is enacted as follows:
1. Title and extent of operation of the Code.
1. Title and extent of operation of the Code.--This Act shall be
called the Indian Penal Code, and shall 3* [extend to the whole of India 4* [except the State of Jammu and Kashmir].
Hey friends, here is a simple trick to find the summation of consecutive odd numbers starting from 1 in a second. This simple trick can be very useful for various competitive exams saving great time with accuracy. I hope this is useful for you :)
NCERT Grade 9 Chapter 12, Heron’s Formula.
Heron was born in about 10AD possibly in Alexandria
in Egypt. He worked in applied mathematics. His works
on mathematical and physical subjects are so numerous
and varied that he is considered to be an encyclopedic
writer in these fields. His geometrical works deal largely
with problems on mensuration written in three books.
Book I deals with the area of squares, rectangles,
triangles, trapezoids (trapezia), various other specialised
quadrilaterals, the regular polygons, circles, surfaces of
cylinders, cones, spheres etc. In this book, Heron has
derived the famous formula for the area of a triangle in
terms of its three sides
Spontaneous imbibition has long been known to have significant role in recovering oil from low permeability fractured reservoirs. Though the fundamental theory of capillarity is known for about a century by the works of Hagen Poiseuille and then by Lucas and Washburn they do not entirely describe the phenomena. The capillary action at early times i.e. in the inertial regime and the dynamics for interacting capillaries remain unexplained. In the
present work, we report the numerical investigations using volume of fluid (VOF) model for the spontaneous imbibition in non-interacting and interacting capillaries. Capillaries with
radii 0.5 and 1 mm, length 100 mm were selected for studying the effect of non-interacting and interacting nature on the imbibition dynamics. The two interacting capillary cases were
with centre to centre distance of 1.25 and 1.485 mm. The interacting capillary model shows that if connectivity is more capillaries will behave as single capillary, but if connectivity is
less meniscus leads in smaller radii capillary. The study will help us in understanding the physics of flow in fractured reservoirs.
I have tried to explain the importance and method to write research articles/ reports for publications. If you have any query can reach to me on ganesh@cctech.co.in.
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 6th chapter of book on CRE from Octave Levenspiel.
I plan to upload & share most of the stuff I prepared for the GATE exam. My best wishes to those preparing for GATE !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 5th chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing for GATE !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 14th chapter of book on Chemical Engineering Kinetics, by J. M. Smith. I plan to share most of the stuff I prepared for the GATE exam.
My best wishes to those preparing for GATE !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 13th chapter of book on Chemical Engineering Kinetics, by J. M. Smith. I plan to share most of the stuff I prepared for the GATE exam.
My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 7th chapter of book on Chemical Engineering Kinetics, by J. M. Smith. I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the unsolved problems from 3rd chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the problems from 3rd chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the 12th chapter of book on Chemical Engineering Kinetics, by J. M. Smith. I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Interpretation from Batch Reactor Data: Problem SolvingiMentor Education
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the third chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the third chapter of book on CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for the GATE exam. My best wishes to those preparing !
Hi All,
These are my CRE (Chemical Reaction Engineering) hand written notes when I was preparing for GATE (Graduate Aptitude Test in Engineering) in 2002 for Chemical Engineering. The current document forms the very first chapter for CRE from Octave Levenspiel.
I plan to share most of the stuff I prepared for teh GATE exam.
Operation “Blue Star” is the only event in the history of Independent India where the state went into war with its own people. Even after about 40 years it is not clear if it was culmination of states anger over people of the region, a political game of power or start of dictatorial chapter in the democratic setup.
The people of Punjab felt alienated from main stream due to denial of their just demands during a long democratic struggle since independence. As it happen all over the word, it led to militant struggle with great loss of lives of military, police and civilian personnel. Killing of Indira Gandhi and massacre of innocent Sikhs in Delhi and other India cities was also associated with this movement.
Palestine last event orientationfvgnh .pptxRaedMohamed3
An EFL lesson about the current events in Palestine. It is intended to be for intermediate students who wish to increase their listening skills through a short lesson in power point.
2024.06.01 Introducing a competency framework for languag learning materials ...Sandy Millin
http://sandymillin.wordpress.com/iateflwebinar2024
Published classroom materials form the basis of syllabuses, drive teacher professional development, and have a potentially huge influence on learners, teachers and education systems. All teachers also create their own materials, whether a few sentences on a blackboard, a highly-structured fully-realised online course, or anything in between. Despite this, the knowledge and skills needed to create effective language learning materials are rarely part of teacher training, and are mostly learnt by trial and error.
Knowledge and skills frameworks, generally called competency frameworks, for ELT teachers, trainers and managers have existed for a few years now. However, until I created one for my MA dissertation, there wasn’t one drawing together what we need to know and do to be able to effectively produce language learning materials.
This webinar will introduce you to my framework, highlighting the key competencies I identified from my research. It will also show how anybody involved in language teaching (any language, not just English!), teacher training, managing schools or developing language learning materials can benefit from using the framework.
The Art Pastor's Guide to Sabbath | Steve ThomasonSteve Thomason
What is the purpose of the Sabbath Law in the Torah. It is interesting to compare how the context of the law shifts from Exodus to Deuteronomy. Who gets to rest, and why?
Ethnobotany and Ethnopharmacology:
Ethnobotany in herbal drug evaluation,
Impact of Ethnobotany in traditional medicine,
New development in herbals,
Bio-prospecting tools for drug discovery,
Role of Ethnopharmacology in drug evaluation,
Reverse Pharmacology.
1. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Dr. Ganesh Visavale
Founder
iMentor Education
February 21, 2019
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 1 / 4
2. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
3. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
1 Find the amount of even numbers in the series
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
4. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
1 Find the amount of even numbers in the series
Here: there are 25 even numbers between 1 and 50
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
5. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
1 Find the amount of even numbers in the series
Here: there are 25 even numbers between 1 and 50
2 Multiply the above number with a number more by 1
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
6. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
1 Find the amount of even numbers in the series
Here: there are 25 even numbers between 1 and 50
2 Multiply the above number with a number more by 1
Here: the number more by 1 is
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
7. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
1 Find the amount of even numbers in the series
Here: there are 25 even numbers between 1 and 50
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 26
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
8. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
1 Find the amount of even numbers in the series
Here: there are 25 even numbers between 1 and 50
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 26
∴ 25 × 26 =
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
9. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
1 Find the amount of even numbers in the series
Here: there are 25 even numbers between 1 and 50
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 26
∴ 25 × 26 = 650
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
10. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
1 Find the amount of even numbers in the series
Here: there are 25 even numbers between 1 and 50
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 26
∴ 25 × 26 = 650
ANSWER = 650
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
11. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 01: 2 + 4 + 6 ... + 50
1 Find the amount of even numbers in the series
Here: there are 25 even numbers between 1 and 50
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 26
∴ 25 × 26 = 650
ANSWER = 650
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 2 / 4
12. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4
13. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
1 Find the amount of even numbers in the series
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4
14. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
1 Find the amount of even numbers in the series
Here: there are 50 even numbers between 1 and 100
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4
15. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
1 Find the amount of even numbers in the series
Here: there are 50 even numbers between 1 and 100
2 Multiply the above number with a number more by 1
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4
16. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
1 Find the amount of even numbers in the series
Here: there are 50 even numbers between 1 and 100
2 Multiply the above number with a number more by 1
Here: the number more by 1 is
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4
17. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
1 Find the amount of even numbers in the series
Here: there are 50 even numbers between 1 and 100
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 101
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4
18. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
1 Find the amount of even numbers in the series
Here: there are 50 even numbers between 1 and 100
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 101
∴ 50 × 51 =
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4
19. iMentor
iMentor
SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
1 Find the amount of even numbers in the series
Here: there are 50 even numbers between 1 and 100
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 101
∴ 50 × 51 = 2550
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4
20. SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
1 Find the amount of even numbers in the series
Here: there are 50 even numbers between 1 and 100
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 101
∴ 50 × 51 = 2550
ANSWER = 2550
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4
21. SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2
Example 02: 2 + 4 + 6 ... + 100
1 Find the amount of even numbers in the series
Here: there are 50 even numbers between 1 and 100
2 Multiply the above number with a number more by 1
Here: the number more by 1 is 101
∴ 50 × 51 = 2550
ANSWER = 2550
Dr. Ganesh Visavale SUMMATION OF ALL EVEN NUMBERS STARTING FROM 2 3 / 4