I do not know radio. In theory at least I think there are infinitely many primes BUT
You have taken this a step further - I am not so sure your 'yes' would stand up to close scrutiny.
Thanks Bertie,
Sorry 315,
Bertie or 315, can you try to explain to me the method that you have used?
(Just the first one for starters)
I have not obtained the identity yet .
I did check your formula. It seems to me that the 2i needs to be in brackets.
2x+(x-10)+(2x+15)=180
5x+5=180
5x=175
x=35
The biggest angle is 2x+15=2*35+15=70+15=85 degrees
With your fingers
JJ, firstly, it can not be a question because there is not question mark!
so be careful about who you call names.
Secondly, this is a international forum so this 'question' has no meaning for most people who will read it.
Hi 315
I do not know WHAT you are doing BUT the second one is NOT correct.
This is how I would do it.
$$\\\int\;CotxCosec^4x\;dx\\\\ =\int\;\frac{Cosx}{Sinx}\frac{1}{sin^4x}\;dx\\\\ =\int\;\frac{Cosx}{Sin^5x}\;dx\\\\ =\int\;CosxSin^{-5}x\;dx\\\\ =\frac{Sin^{-4}x}{-4}+c\\\\ =\frac{-Cosec^{4}x}{4}+c\\\\$$
thanks anon,
You are right except that the m^3 cancel out :))
Try watching this
https://www.khanacademy.org/math/enem/conhecimentos-numericos/relacoes-dependencia-grandezas/v/direct-and-inverse-variation
Thanks Zekkuno, and welcome to the forum