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Expected value of geometric distribution (expected number of failed Bernoulli trials before the first success, where
$p$ is the probability of a single success):${1-p}\over p$
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Sum of arithemtic sequence:
$n\times{({a_1+a_n})\over{2}}$ ${n\over2}\times{[2a_1 + (n-1)\times d]}$ - Where:
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$a_1 =$ first term -
$d =$ common difference -
$n =$ number of terms in the range
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