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yes but I didn't find it for free or as an PDF download,
I have not explained my question properly,
I just want to know what is limit.!
I can`t understnad what is it
and I know I can`t put 0 in that example
But what is the relationship about that and limit?
does the limit mean : x approaches to a value...
y approaches to a value ... etc
and ... what is continuous function.?
yes..,,,, I Edited and fix the example ...
but what is mean ( shrink towards zero)
what we shrink? and is that between one point or two
and,
what is that
x changes from x to x+Δx?
y changes from f(x) to f(x+Δx)?
are we calculate something by this rule?
sure,
if we want to make straight line by this equation{ y = −2x + 8 }
we just have to choose any value for X then find the value for Y right?
that is easy, thank you very much for helping me
no I don`t
thank you very much
but I have another question please,
in this picture,
He told me try to make, like : y = −2x + 8
how to make that in that graph?
does he mean make that equation by play with the graph?
or
in mathematically way like with pen and paper?
Sorry not my focus and my attention to some things .. I`m Beginner.....
But you will feel tired and stress
I don`t want to take your time learning me,
I have exam in 1- Matrices
2- Determinants
3- Cramer’s rule
4- Functions and their graphs
..
I study matrices and determinants in 'mathisfun'
but
may you help me about 'functions and thier graphs'
and about 'vectors' { prduct vectors, subtraction and addition,..)
both of it
how to use Cramer’s rule to slove system of linear equations?
I mean : when you see matrices is "mathisfun" and in "wikipedia" which we will perfer ?
Of course the mathisfun
cause it is like a Systematic source and very good at teaching
thank you very much
I appreciate you precious help
but wikipedia is not Systematic source for study,because I'm not a graduate student
but I will try to read it now.
you mean Massachusetts Institute of Technology,
I will look for it in them site.
I asked somone in the net about studing math, he told me about (Thomas Calculus book)
is it useful book?
: links,
is there an english University in computer engineering technology that have online lectures as in pdf,
I mean can you help me not just in math?
but in College of Mathematics
the student study 4 years then 2 then 4 then he will be a Doctor, in the last he will be Scientist in Mathematics!
how would that be, it most a Study plan
I`m study a computer engineering technology and I need math in all of my life but how,
the searching in internet about maths cources is take alot of time!
I've experimented with it
Sometimes up to 4 hours and I wound up not Find Course One !!!!!!!
, I`m loser and in a bad University,
you know I`m first year student
I want a full leactures in PDF about it
so that I can study it And review it when I need it,
I study matrices from this site "mathsisfun"
and I like that site so much but .. I didn`t found any other Syllabus in it, Like :- (3- Cramer’s rule)....etc
about my University, no they do not teach me anythings I`m from arabian country In Iraq..
Teachers in our university is very bad and do not have the scientific ability to teach students
They're not completing the full articles of our Curriculum,
I'm in deep trouble and I`m trying to help myself,
not just in Mathematics, but in all Threads..
I want to read no just these syllabus .. it is just for specialization, but I want to learn even more..
but I don`t know what books I must read and from where I can begin
and in my city there is no Professionals Computer programmers, and Computer programmers in my college anyone of them didn`t read at least one book about Computers!
Hi
I need full courses in detail about these Syllabus pleassssssssssssssssse, I`m 1`st year student in computer engineering
1- Matrices
2- Determinants
3- Cramer’s rule
4- Functions and their graphs
5- Slopes, and equation of lines
6- Types of functions, trigonometric functions
7- Absolute value of magnitude
8- Limits and continuity
9- Scalars, vectors, component of vector algebra, dot product
10- Orthogonal vectors, cross product, vector calculus
11- Limit theory of derivative, chain rule
12- Derivative of trigonometric, inverse trigonometric, hyperbolic, inverse hyperbolic
13- Derivative of logarithmic, exponential
14- Curve sketching by y’ ,y’’
15- Application of differentiation
16- Theory of integration (area problem)
17- Definite and indefinite integrals, integral of trigonometric, integral of inverse trigonometric, integral of exponential, logarithmic
18- Integration by parts
19- Application of definite integrals
20- Volumes
21- Algorithms
Hi
I want a Mathematics book explain the math from 0 to the end
which when I study it I will be a Mathematician,
if there is more then one of books give it to me please,