Vote summary for celtschk‭

A daily summary of votes received for posts.

Aug 19, 2021: +1

+1

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What is "continuous" in Math?

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Aug 18, 2021: +1

+1

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Prove that $\int \ddot{x}(t)\mathrm dt=v_0 + \frac{F_0}{m}t$

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Aug 17, 2021: +4

+3

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Is $x=\int \int \ddot{x}\mathrm dx \mathrm dx$?

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+1

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Prove that $\int \ddot{x}(t)\mathrm dt=v_0 + \frac{F_0}{m}t$

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Aug 16, 2021: +2

+2

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Prove that $\int \ddot{x}(t)\mathrm dt=v_0 + \frac{F_0}{m}t$

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Aug 11, 2021: +1

+1

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What's wrong with evaluating $n(n-1) \dots (n-[k-3])(n-[k-2])\color{red}{(n-[k-1])}$ at $k = 1$?

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Aug 6, 2021: +2

+1

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How to determine area of square using Calculus in Cartesian coodinate?

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+1

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differentiate under integral sign says something went wrong

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Jul 11, 2021: +2

+2

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Why rational to be indifferent between two urns, when urn A has 50-50 red and white balls, but you don't know urn B's ratio?

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May 18, 2021: +1

+1

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Is this topology basis dependent?

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Apr 20, 2021: +1

+1

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Why should a non-commutative operation even be called "multiplication"?

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Mar 29, 2021: +1

+1

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Intuitively, why's X% of Y = Y% of X?

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Mar 17, 2021: +1

+1

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In "if and only if" proofs, why's 1 direction easier to prove than the other?

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Mar 13, 2021: +1

+1

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Why aren't $z_1=f(xy)$ and $z_2=f(x/y)$ functions of 2 variables?

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Mar 11, 2021: +4

+1

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Intuitively, why's X% of Y = Y% of X?

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+1

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In "if and only if" proofs, why's 1 direction easier to prove than the other?

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+2

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Why aren't $z_1=f(xy)$ and $z_2=f(x/y)$ functions of 2 variables?

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Mar 10, 2021: +1

+1

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Why aren't $z_1=f(xy)$ and $z_2=f(x/y)$ functions of 2 variables?

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Mar 9, 2021: +3

+2

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Intuitively, why's X% of Y = Y% of X?

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+1

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Why aren't $z_1=f(xy)$ and $z_2=f(x/y)$ functions of 2 variables?

Answer Q&A