I don't see why? Surely alcohol affects a genius mind as well, so why would not caffeine, if it has long-term effects other than increased adeosine-receptors in brain.
Hence, I wrote about it in the opening post.
Also,
"People who boast about their IQ are losers." -Stephen Hawking
Well I wrote on the topic "coffe/caffeine". I expect its widely known tea has caffeine in it, excluding herbal tea.
I wrote my grandmother didnt drink coffe, but "only some tea", by which I meant she drank tea rarely.
I don't see how this has anything to do with the topic though.
yeah I am not going to do your homework :P
but I can encourage you by telling that they are simple, and if you know how to get log2, you will know how to solve the sinx lnsinx dx integral because it is part of the previous problem
how? on the left integral, from the beta function you will get gamma functions and no limit problem there.
on the right side there is no limit problem either because it will become integral (ln (u)) which will integrate to u*ln(u)-u, and replacing u=sinx and it's trivial.
you are right. But consuming 10mg of caffeine per day from chocolate and food is still quite different from 200mg+.
One will not get noticeable withdrawal symptoms from such quantities.
I think if caffeine would have effect on long term memory it would be from higher caffeine consumption.
And...
Yeah, no doubt caffeine helps if one has not consumed caffeine before, or if the dose has been lower before.
However I am curious about the long-term effects.
And became more interested in it due to the following reasons:
My grand father, a physicist, has consumed quite much coffee during his...
"The Johns Hopkins researchers conducted a double-blind trial in which participants who did not regularly eat or drink caffeinated products received either a placebo or a 200-milligram caffeine tablet five minutes after studying a series of images."That is a little bit different though, the 2007...
you can separate it as integral(sinx*lnsinx dx) - integral (cosx lnsinx dx)
on right side use substitution sinx=u, and use partial integration to get answer.
on left side use substitution ln(sinx)=v and you can get answer easily with beta function after the integral becomes...
Hmm... well I am interested in caffeine consumption in general, and success of scientists who do not consume caffeine (if they exist).
Also, if people here have any personal experience of caffeine consumption before/after -effects. Say, if a regular consumer would have stopped drinking caffeine...
I would like to know how many geniuses didnt drink caffeine in a daily basis if any when they did their major work?
Or current geniuses?
Ive heard rumours that Tesla didnt drink coffee after realizing it affected his imagination, but I don't know if he continued drinking it later on.
I read...