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LegionMammal978
LegionMammal978
23:23
Small thought I just had: Is there an infinite sequence of positive integers $\langle a_n\rangle, n>0$ such that $a_n$ is the position of the $n$th prime in the sequence?
Daminark
Daminark
What does "position" entail here?
Like, $a_1$ is the first prime, $a_2$ is the second prime?
In which case, it'd be a list of prime numbers
WDUK
WDUK
question, if i have sin^3 (x) to integrate, do trig functions still have the same rule as something like x^3 so i would have -1/4cos^4(x) ?
SAWblade
SAWblade
23:43
hey all
skullpetrol
skullpetrol
23:58
hi
physics footnotes
WDUK
WDUK
bit of a random link drop..
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