I'm having some troubles since this morning on an exercise. I need to find the volume of the ellipsoid defined by $\frac{x^2}{a^2} + \frac{y^2}{a^2} ...

I was recently coding a prime factorization function and wanted to test that it could factor large numbers reasonably well. Arbitrarily, I slid my finger ...

I'm currently studying some basic algebra (Not sure what the equivalent is for the US etc) in school currently. I'm having trouble with rearrang...

In "A Quotient Rule Integration by Parts Formula", the authoress integrates the product rule of differentiation and gets the known formula for integration...

How do we specifically get to 3.14 from axioms through logic to that particular transcendental number being the case? I'm guessing it's the sum ...

I am currently teaching a GED math class. While learning about the order of operations, the students asked why does a number next to a parentheses mean mu...

From an axiomatic description of $\Bbb R$ as given in (for example) Calculus by Apostol, which assumes the field axioms, order relations and the completen...

What does it mean to have one-to-one correspondence between infinite sets. How would you solve them?

Is there a simple-but-nontrivial example of a concrete quantifier elimination procedure with a concrete theory, especially one that's a standard exam...

Find the area enclosed by a circle $r=4\sin\theta$ and out of $r^2=8\cos 2\theta$ I have tried the following integral $\int_{\frac{\pi}{6}}^{\frac{\pi}{4}...