From Khan Academy, we want to approximate the area in the interval $[1,7]$ using a right Riemann sum with $9$ equal subdivisions. Only 1 answer is correct...

I'm having a little difficulty wrapping my head around Lie theory (I'm a computer scientist, so perhaps that's to be expected). Specificall...

Calculate the following double integral using polar coordinates: $\iint_{D}^{}\frac{dxdy}{1+x^{2}+y^{2}}$ $D = \left \{(x,y) | 0\leq y\leq \sqrt{1-x^{2}} ...

Please help me get this right, The question asks Is L Turing decidable ? where L ={<M> : M is a TM, which accepts some palindrome My thoughts on the...

I haven't taken this in school yet but I love math and physics and join lots of competitions. I have a problem with sine, cosine, and tangent, that I...

I am trying to understand what is meant by a bilinear form. It seems to be some constraint on a map of two vectors to a field. I would be grateful if some...

I have interesting trigonometric expression for professionals in mathematical science. So, here it is: $$\sin\dfrac{3\pi}{14}-\sin\dfrac{\pi}{14}-\sin\dfr...

Sketch the graph of an example of a function f(x) that satisfies all of the following conditions: Here is what I have so far: Am I on the right track? I t...

Given that $\tan 2x+\tan x=0$, show that $\tan x=0$ Using the Trigonometric Addition Formulae, \begin{align} \tan 2x & = \frac{2\tan x}{1-\tan ^2 x} \...

I just have a question about directional derivatives. I know that for a unit vector $v$, it is $\nabla f \cdot v$ (where $v$ is the direction we want to f...