I have a basic but rather conceptual question on trigonometry
In this figure how can we find out geometrically that the sine of the angle $\theta$ = $AB /AO$ without using the equation sin (180 - $\theta$) = sin ($\t...
Premium celebrity moments with standout appeal.
In this figure how can we find out geometrically that the sine of the angle $\theta$ = $AB /AO$ without using the equation sin (180 - $\theta$) = sin ($\t...
I'm trying to find the first five terms of the Maclaurin expansion of $\arcsin x$, possibly using the fact that $$\arcsin x = \int_0^x \frac{dt}{(1-t...
Is there a formula to calculate the height (a) of a regular hexagon when you know it's width (b)? Is it possible to adapt this formula to a sum like ...
I have always thought of linear algebra (LA) as a system for solving linear equations. However, revisiting it after about 7-10 years, I realize that such ...
This is the equation that I use to calculate a percentage margin between cost and sales prices, where $x$ = sales price and $y$ = cost price: \begin{equat...
From the get go: i'm not trying to prove the Collatz Conjecture where hundreds of smarter people have failed. I'm just curious. I'm wonderi...
I am fairly good at solving trig equations yet this one equation has me stumped. I've been trying very hard but was unable to solve it. Can anyone he...
I'm working through an example of an inverse laplace transformation: $$\mathscr{L}^{-1}[\frac{e^{-3s}}{s+1}] = u_3(t)e^{-(t-3)}$$ I am having trouble...
I apologize for asking a question though there are pretty much questions on math.stackexchange with the same title, but the answers on them are still not ...
I was reading Thomas' calculus which said that $y=1/x$ is a continuous function because it was continuous at every point of its domain(it not being d...