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2m
comment Find the probability that $X$ is even when following a geometric distribution
If be interested to know why this was downvoted? Oh, Q + both answers were, so it's the usual hit squad trying to mold MSE in their image. 37 downvotes to, N/P, or any of the other usual suspects. :)
14m
revised Find the probability that $X$ is even when following a geometric distribution
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revised Find the probability that $X$ is even when following a geometric distribution
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revised Find the probability that $X$ is even when following a geometric distribution
added 99 characters in body
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answered Find the probability that $X$ is even when following a geometric distribution
1d
comment Show that if $AA^t = A^tA$, then $A=A^t$
Title of the one page you linked: "Symmetry and Commutativity"...
Apr
13
comment $xH \cap yK$ is either empty or a coset of $H \cap K$: blanking
You can downvote 3/day safely - the script only notices the 4th or 5th! I got 3 other questions, so knock yourself out. Based on that meta question, I'm not surprised you'd go for this. Petty, spoiled li'l man. :)
Apr
11
comment Adding mod Values
I deleted my answer as it would take too much typing to adjust. Where I goofed was by using $[x - x]= [0]$ as if it were equal to 0. :)
Apr
10
comment What is the negation of the statement “Every odd nmber is divisible by 2”.
There is an odd number that is not divisible by 2: if you find one case where a statement is false, it can't be true for all.
Apr
10
reviewed Close lim (1/(1-x))=-1 as x aspproaches 2
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10
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10
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10
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