What are the best books for you to improve your mathematics,
There are various people and they have different needs of what they want to read about , actually there needs depend upon may be what they are presently pursuing or what they want others to read.
Here is my list of recommended best books for you to improve your mathematics , so that you may learn better .
I have divided the whole things into categories so that it may get easier for you to get an idea of what book you want .
R D Sharma is not the quite author you'd come across at lit fests. however his bestselling books have helped several CBSE students lose their dread of maths. Sunday Times profiles the tutor turned web star
He dreams of algorithms that might offer the general public nightmares. And, spends each waking hour thinking of how to clarify ideas like 'series answer of linear differential equations'. Meet Dr Ravi Dutt Sharma — math teacher and author of twenty five reference books — whose name evokes the maximum amount awe because the subject he teaches. And tho' students have used his thick tomes for the last thirty one years to ace the terrible maths examination, it's solely recently that a spoof video turned the tutor into a YouTube star.
This post is going to be deviating you from the topics of mathematics, but i am including this as because i got a lot of requests of how to do this ,
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I hate long articles or blog posts , don't you ?That's why i write mine really very short, descriptive and covering all the concepts in one go .This post is regarding the hcf and lcm of polynomials and monomials. If you want to learn about the hcf and lcm of numbers then click this yellow link below . It will take you to another article . Sorry ;) HCF and LCM
HCF OF POLYNOMIALS
The highest common factor of two or more algebraic expressions is the factor of the highest degree which divides each of the expressions without a remainder.
It is denoted by HCF or GCD.
It is a convention to take HCF in such a way that the coefficient of the highest power of the variable is positive.
For many students, mathematics will look like a task. Not solely ar the ideas generally powerful initially, however academics ar needed to stay their lessons moving at a selected pace, creating it straightforward for any student to urge lost within the schoolroom shuffle.
log ! log ! log!You know this was the most scary term in mathematics for me when i was in high school!But when i studied it , it became the most easy concept to learn and i used to do the problems in seconds . And sometimes that too without using pen and paper.
If 'a' is a positive real number other than 1 and 'b' is a rational number such that aⁿ= B then we say that logarithm of B to base 'a' is n or 'b' is the logarithm of N to base 'a', written as
logₐ B = n
So, aⁿ = B <=> log ₐ B = n
e.g. 7º = 1 <=> log ₇ 1 = 0
Today we are going to study about the number system and how we can really play with the numbers.
The system of numeration employing then ten digits 0, 1,2,3,4,.....,8 ,9 is known as number system .
A group of digits, denoting a number is called a numeral.
A number may be a natural number , a whole number , an integer , a rational number , a real number etc.It is important to mention here that the above classification of numbers is not mutually exclusive, e.g. . An integer can also be a whole number or a natural number.
How to learn locus ?What is a 'locus'?Why do we need to read about it? Here is your answer to every question in your head
The curve described by any point which moves under the given geometrical conditions is called locus.
e.g. The locus of a point (in a plane) equidistant from a fixed point (in a plane) is a circle with the fixed point as centre.
The plural of locus is loci and it is a read as losai.
* The locus may be a line or lines , straight or curve.
* Every point which satisfies the given geometrical conditions lies on the locus and vice versa.
* A point which does not satisfy the given geometrical conditions cannot lie on the locus and vice versa.