Analytic "Lagrange" interpolation for a countably infinite set of points?
Suppose I have a finite set of points on the real plane, and I want to find the univariate polynomial interpolating all of them. Lagrange interpolation gi...
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Suppose I have a finite set of points on the real plane, and I want to find the univariate polynomial interpolating all of them. Lagrange interpolation gi...
Read JournalX is compact set iff X closed and pre-compact. X is called pre-compact if $\overline{X}$ is compact. But in some texts, I found that X pre-compact is tota...
Read JournalFind the Cartesian equation for the perpendicular bisector of the line joining A(2,3) and B(0,6) How do I do this? Thank you!
Read JournalSuppose there's a right-angled triangle inside a rectangle in the following way: (just take any right-angled rectangle, "rotate" it and draw a rectan...
Read JournalDo you know the proof for the following statement or where I can find it? Semidirect product of solvable groups is solvable? I thought that this property ...
Read JournalI have been given these instructions: Cut out sector from a circle having central angle $\theta$ and radius r Form a cone from what's left of the cir...
Read JournalThe points $P = (x_1, y_1)$ and $Q(3, 4)$ are on the line $y=kx+m$. What are the coordinates of point $P$ ? Given $m = -2$ $P$ is on the line $x=2$ We nee...
Read JournalSorry for the simple problem, but I wanted to make sure that my idea is right (this is is the problem 1.8.50 from Rice's book) Two dices are rolled a...
Read JournalI was given this assignment to do the following. Write a paragraph proof for the following scenario. Given: $ KLMN $ is an isosceles trapezoid. Prove: $ \...
Read JournalI am looking for an easy derivation for the area of an obtuse triangle. As everybody knows the formula for any triangle is the same: half the product of t...
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