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Activity for DNB‭

Type On... Excerpt Status Date
Comment Post #288090 Many thanks! I prefer your second example. English ISN'T my first language, which is why your first example bewildered me.
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12 months ago
Comment Post #288090 Thanks. $\color{limegreen}{1.}$ Can you simplify your example of *"Imagine a tabletop roleplaying game. Your character is sneaking down a dungeon corridor. Unfortunately, you neglected to check for traps, and a poison dart flies out of a concealed hole. You roll the dice to avoid it, but you only h...
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12 months ago
Comment Post #285681 Thanks. How can you rewrite the Generalized Vandermonde's Identity with a Summation Index, and Upper and Limits of Summation like Rothe-Hagen Identity?
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about 2 years ago
Comment Post #285670 I have, but I haven't found an expatiation of multiplication vs. addition. Most books merely present the rule and expect you to memorize it.
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over 2 years ago
Comment Post #285596 Thanks. Can you pls elaborate why this hitch doesn't happen on Stack Exchange, as far as I know?
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over 2 years ago
Comment Post #285443 Completed. I just edited my post.
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over 2 years ago
Comment Post #284218 How does your answer address my question? If it doesn't, please delete your answer? You expounded the algebra that I grokked, but not the proof strategy that I was asking about.
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over 2 years ago
Comment Post #283899 "bad English" — This is ungracious. English is not my first language. You can't deny that fluency in English is hard. Or else whole world is fluent! "basic failures of reading comprehension" — Honestly, I have no idea what you mean. Where's evidence? Which posts are you referring? "... really, it te...
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over 2 years ago
Comment Post #283899 I think you're referring me? No offense, but your post appears inequitable. "[tortured synonym for “know”]" — My teacher used these words. And I don't mean "know". Prognosticating a step isn't the same as KNOWING a step. I know now that GME (GameStop stock price) rocketed to $488, but I didn't progn...
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over 2 years ago
Comment Post #283387 I'd rather not "rephrase the issue you're having", because I want to stick to the text in the book. Have you thought of complaining to the author at blitzstein@stat.harvard.edu?
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over 2 years ago
Comment Post #283399 "That also means such questions probably aren't appropriate for this site; consider asking a teacher instead." This feels unmannerly? Some of us aren't wealthy enough to afford private tutors.
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over 2 years ago
Comment Post #283387 @Moshi I don't think "By definition" answers my question? Why not define these two probabilities the other way around?
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over 2 years ago
Comment Post #283299 Sorry. I think I was editing the old question, but I copypasted my draft for my new question in the wrong box. What would you like me to do? Create a new question for the the Alice question?
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over 2 years ago
Comment Post #283317 "For this equation to hold (in general) the exponent must be k = 0 and not k + 1 = 1". What do you mean These are equivalent. $k = 0 \iff k + 1 = 1$.
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over 2 years ago
Comment Post #282945 I don't think you answered by second question above on the "simple geometric interpretation"?
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over 2 years ago
Comment Post #282945 1. Thanks for your answer. I agree that P(A) + P(B) can $>1$, but then why can't we change the definition of probability to include all numbers $>1$? 2. "here is a simple geometric interpretation". This is just the area, correct? But how does this answer my question?
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over 2 years ago
Comment Post #283260 Thanks! Boy am I scatter brained! I already got one downvote here. If I keep getting downvotes, I'll construe them to mean that this question is too half-baked, and I'll delete
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over 2 years ago
Comment Post #282665 2. Why does "starting with the red equation would only prove that the green equation holds for odd n"? I see no thing in your last summation, or $0 \le k \le 2n + 1$ (the summation bounds) that restricts $k$ to odd integers?
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over 2 years ago
Comment Post #282665 Thanks. 1. How do I prove that $\{2n + 1 - k \mid k \in \{ 0,\dots,n \}\} \equiv \{n + 1,\dots, 2n + 1\}$? Undeniably, I can see that this is true if I substitute $k = 0,\dots,n$, because $2n + 1 - \color{red}0, 2n + 1 - \color{red}1, \dots, 2n + 1 - \color{red}n = 2n + 1, 2n, \dots, n + 1$. But thi...
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over 2 years ago
Comment Post #282975 Thanks. Can you please recapitulate and underscore my mistake? I read your answer, but I still don't see my mistake? Perhaps you are too diplomatic to chide me, but go ahead!
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over 2 years ago
Comment Post #282600 That question got removed, and your link no longer works.
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over 2 years ago
Comment Post #282892 Thanks. Can you pls elaborate why terms like $s/c^n$ will diverge instead of converging to $0$? Can you please respond in, by editing, your answer? Comment chains are cumbersome to read.
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over 2 years ago
Comment Post #282615 Thanks again. 1. Can you please expound why "you can't simply substitute a variable into that kind of informal, descriptive expression"? 2. "It's not an algebraic expression, so the rules of algebra don't apply" How isn't this an algebraic expression? This is a product of variables!
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over 2 years ago
Comment Post #282873 Your comment doesn't construe my post charitably. "The answer to 1 was given just two paragraphs earlier." I rectified this by coloring that earlier sentence. "2 and 3 are not true" Why not?
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over 2 years ago
Comment Post #282615 You wrote "You started on the right track with $n(n - 1)\ldots(n - [k - 3])(n - [k - 2])(n - [k - 1])$". I just evaluated this expression at $k = 1$. Now do you understand "what the middle expression in that line is supposed to mean"?
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almost 3 years ago
Comment Post #282616 The issue here appears to be that the English syntax differs from the order of the terms on the RHS? I misconstrued "we could first choose the k team members" as $k$, and "then choose one of them to be captain" as $\dbinom{n}{k}$.
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almost 3 years ago
Comment Post #282614 I saved up these questions over a week. But I'll slow down as you ask. "I'm a bit uncertain about asking tons of questions from other sources" Huh? I see nothing with asking questions from renowned textbooks?
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almost 3 years ago
Comment Post #282611 Absolutely not! Manners please? I couldn't copy and paste from the second website.
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almost 3 years ago
Comment Post #282602 Thanks. I fixed my typo.
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almost 3 years ago
Comment Post #281319 Thanks. Does my edit [to my post] change your answer?
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almost 3 years ago
Comment Post #280741 I posted at https://math.codidact.com/posts/280742 about the miffed Mathjax.
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about 3 years ago