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Showing posts with label Maths. Show all posts
Showing posts with label Maths. Show all posts

Std 6 to 8 Maths Best Material pdf

 

Std 6 to 8 Maths Best Material pdf

Gujarat state Textbook Mandal was established in AD 1969 on 21st October. Since 38 year mandals main target. High quality textbooks are published and to Gujarat students they are easily available at reasonable prices.

Through Mandal Std. 1-12 Gujarati Medium textbooks are published. Thereafter in Hindi, English, Marathi, Sindhi, Urdu, Sanskrit and Tamil Language also text books are published.


Teachers are great sources of knowledge, prosperity and enlightenment to which anyone can be benefited for whole life. They serve as the real light in everyone’s life as they help students to make their ways in the life. They are the God gifted people in everyone’s life who lead us towards success without any selfishness. Really, we can call them as builders of the dazzling future of our nation through education.

Teacher plays very essential role in the field of education who teaches students very nicely to be a person of good moral and behaviour. They make students academically superb and always encourage to do better in the life. They equip students with lots of knowledge, skills and positive attitudes so that students can never feel lost and go ahead. They help students to get sure about their goals of education through clear vision and ideas. Without teachers in the life one cannot grow mentally, socially and intellectually. 

A teacher is a good person who takes very important responsibility of shaping up the lives of young ones and impressionable children. They get great feeling, pride and true joy in their life by teaching their students on the right path. They never do any type of partiality between good or bad students instead they always try to bring bad one on the right path through their lots of efforts. A good teacher is someone who spent their whole life in giving quality education to their students. They push all the students to do their best. They make learning process very interesting as well as creative. Teachers try their best to bring all the students on the right track by motivation them positively towards study. Good teachers leave good impression over their students.

They equip students with lots of knowledge, skills and positive attitudes so that students can never feel lost and go ahead. They help students to get sure about their goals of education through clear vision and ideas. Without teachers in the life one cannot grow mentally, socially and intellectually.

GANIT SAJJATA: Std 6 to 8 Mathematics Study material book with MCQ questions

:-:-:IMPORTANT LINK:-:-:

Download Book PDF Sem:-2


They push all the students to do their best. They make learning process very interesting as well as creative. Teachers try their best to bring all the students on the right track by motivation them positively towards study. Good teachers leave good impression over their students.

GANIT SAJJATA: Std 6 to 8 Mathematics Study material book with MCQ questions


Srinivasan Ramanujan

 Srinivasan Ramanujan




Srinivasan Ramanujan : There is such a thing in India, there is some such (divine) power (energy) which makes it different from the whole world, makes it different. Knowledge of any subject, any branch – If you try to find the root of science, the last point will pull you to India! Yes, this knowledge science is in pure complete Sanskrit language, even after not having knowledge of S, the knowers of English language have pushed the whole world into some dark alleys by interpreting it (?). Srinivasa ramanujan biography is also available in our other post.


Whereas today there is a great need for srinivasa ramanujan contribution to mathematics for this basic, pure knowledge of India when the world is facing many difficulties. Today we are going to know a shining Indian star of this knowledge science, about which you will get online or offline information today, but the Indian who has gone by searching or telling (this is what today’s people and scholars say.Srinivasa raanujan education details in this detailed brief.


The Indian i.e. Sri Srinivasa Ramanujan says that he did not discover this knowledge, the goddess used to come and tell him again! Again like Vedas by inhuman grace! Just like Vedas are not human creation, in the same way) He still has a lot of power to understand properly. Have fewer humans.contribution of srinivasa ramanujan for science and technology.

for this movie please➜click here



This is called Ramanujan Yoga. On the other hand, he knew nothing about double periodic functions, the classical theory of quadratic forms, or Cauchy’s theorem, and had only the vaguest idea of ​​what constitutes a mathematical proof. Although brilliant, many of his theorems on the theory of prime numbers were wrong.
Ramanujan number | what is ramanujan number | Why is 1729 called Ramanujan number?
what is ramanujan number? & Why is 1729 called Ramanujan number? : The number 1729 is called Ramanujan number. It is a number that can be written as the sum of the cubes of two numbers. There are very few other numbers that have this kind of property.
The sum of two cubic numbers, the natural number that can be expressed in two ways, is known by the name Ramanujan number. Like We Said – 1729 so Why is 1729 called Ramanujan number?


10^3+9^3 = 12^3 +1^3= 1729


10^3 + 27^3 = 19^3 + 24^3 = 20683


The Indian mathematician Srinivasa Ramanujan had first expressed its importance in 1919 after seeing the car number 1729 of the prolific foreign mathematician Prof. Hardy, who had come to inquire about his illness. 4104, 20683, 39312, 40033 are some more Ramanujan numbers.


Ramanujan’s knowledge of mathematics (most of which he worked on himself) was astounding. Although he was almost completely unaware of modern developments in mathematics, his mastery of continued fractions was unparalleled by any living mathematician. He worked on Riemann series, elliptic integrals, hypergeometric series, functional equations of the zeta function, and his theory of discrete series, in which he found a value for the sum of such series using a technique he invented
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