Can anyone tell me what is the equation for First Order of Newton’s Interpolation?
The one of Interpolation I know is Lagrange’s Interpolation such as
p(x)= \frac {x-x1}{x0-x1} f(x0) + \frac {x-x0}{x1-x0} f(x1)
and so on ...
Thanks in advance
But, that not the answer I want. I just want to know from what inequality properties that the author can be directly derived the solutions into “1/3 < x < 1/2 or 1/3 < −x < 1/2” form instead “−1/2 < x < 1/2, x < −1/3 or x > 1/3” of mine. Anybody can help me on this?
Hi everyone, I need help again… on “quadratic inequality”.
How come the 1/3 < |x| < 1/2 become 1/3 < x < 1/2 or 1/3 < −x < 1/2?
And, this is the original problem of above solutions: 1/9 < x^2 < 1/4.
I wasn’t able to find the proof from my calculus book because the book says:
1) |x| =...
I wonder if anyone here knows any DERIVATIVE or differentiation book such as “Exercises in Integration” by Claude George, Springer-Verlag. Any advance would be appreciated.
Actually, I am looking for MORE techniques, manipulations, etc, on INTEGRATION and DERIVATIVE that could not be found on...
I have 2 questions to ask.
Which is “integrand” and the “antiderivative” on the attached image?
What is “hyperbolicus” (form of trigonometry identities which include e or exponential)?
I am an undergraduate student of engineering, so please tell me the easiest simplest way on this. I...
Hi everyone, I would like to practice Integral problems because I am pretty weak in this field and I have brought a book with a title like DIFFERENTIAL AND INTEGRAL EQUATION which I put thought that the content of the book is about Integral such as standard Calculus book like Varberg, Stewart...
The following 4 of Differential Equations textbooks are the only option of mine:
Elementary Differential Equations with Boundary Value Problems, 2E
Werner Kohler, Lee Johnson
Addison Wesley
Differential Equations with Boundary Value Problems, 2E
John Polking, Al Boggess, David Arnold...