SOLVE (formerly SOLV, Sustaining Oregon's Legacy by Volunteering, originally an acronym for Stop Oregon Litter and Vandalism) is an environmental non-profit organization working throughout the U.S. state of Oregon. The group is based in Portland.
I was going through an article. I have the following functions,
$$f(\text{r})\text{=}-\frac{2 M r^2}{g^3+r^3}+\frac{8}{3} \pi P r^2+1$$
$$\text{v}(\text{r})\text{=}\frac{f(r)}{r^2}$$
Now I want to solve v'[r]=0 for r. Clearly This cannot be solved analytically. But there they solved it...
Wolfram gave the solution and a hint: i want to understand the hands on approach steps...
In my approach (following Wolfram's equation) i have,
##(x-3)^2(2+12(x-3)+(x-3)^2=-25##
##(x-3)^2((x+3)^2-33)=-25##
##(x-3)\sqrt{((x+3)^2-33)}=-5i##
...
I really do not understand what they are asking here...wording here in english is a bit confusing to me...but from similar examples, i made use of the approach below (which i still do not understand) hence my post.
##\dfrac{30π}{60 ×180} = \dfrac{0.0254}{d}##
##d = \dfrac{274.32}{30π}##
##d=...