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  • blamocur
    blamocur reacted to fresh_42's post in the thread Factorial of zero with Like Like.
    It makes expressions like e^x=\displaystyle{\sum_{k=0}^\infty \dfrac{x^k}{k!}} a natural notation. My opinion is that the faculty is...
  • blamocur
    blamocur reacted to Dr.Peterson's post in the thread Factorial of zero with Like Like.
    We use 0! in permutations and combinations; for example, _n\text{C}_n=\frac{n!}{n!0!}=1, which would be wrong if 0! had any other value...
  • Dr.Peterson
    Dr.Peterson replied to the thread Factorial of zero.
    We use 0! in permutations and combinations; for example, _n\text{C}_n=\frac{n!}{n!0!}=1, which would be wrong if 0! had any other value...
  • F
    fresh_42 replied to the thread Factorial of zero.
    It makes expressions like e^x=\displaystyle{\sum_{k=0}^\infty \dfrac{x^k}{k!}} a natural notation. My opinion is that the faculty is...
  • shahar
    shahar posted the thread Factorial of zero in Advanced Math.
    I see a question that ask: "What are the uses of 0!" or "Why are need that !0 = 1 in calculations? I thought to share the question with...
  • blamocur
    blamocur reacted to Aion's post in the thread Tangent intersection question with Like Like.
    Thanks, I think I understand now. I found it clearer to think in terms of a single point (x=a), and then use that the slope of the...
  • Dr.Peterson
    Dr.Peterson reacted to Aion's post in the thread Tangent intersection question with Like Like.
    Thanks, I think I understand now. I found it clearer to think in terms of a single point (x=a), and then use that the slope of the...
  • jonah2.0
    jonah2.0 replied to the thread Tangent intersection question.
    Beer drenched reaction follows. The age of AI is upon us. You could, in addition to posts # 2 to 5, also ask the Google AI god or any...
  • A
    Aion replied to the thread Tangent intersection question.
    Thanks, I think I understand now. I found it clearer to think in terms of a single point (x=a), and then use that the slope of the...
  • K
    khansaheb replied to the thread Tangent intersection question.
    Correct .... That was a mistake . From step (3), equations relating S (x_s , y_s) and V (x_v, y_v) can be obtained and then use the...
  • A
    Aion replied to the thread Tangent intersection question.
    I think there’s a mistake — the intersection point should be (-1, \tfrac{7}{2}), not (-1, 0.5). Also, since that point is already given...
  • K
    khansaheb replied to the thread Tangent intersection question.
    1) Assume that the points of tangencies are S (x_s , y_s) and V (x_v, y_v) 2) Given point of intersection(I) of tangents is (-1, 0.5) 3)...
  • S
    StevenHanks21 replied to the thread Gambling.
    Hello. That's an interesting paradox, but it's actually common in gambling discussions. People feel patterns or fairness issues, yet...
  • The Highlander
    The Highlander replied to the thread Zeno's Paradox Question.
    YVW 😊
  • J
    jonhda1204200 replied to the thread cyclopropane.
    I've tried your method but i cant calculate it too i don't know what to do
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