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tech / sci.math / Re: semi-differentiated and integrated graphically with MathHand.com

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* semi-differentiated and integrated graphically with MathHand.comDr Huang
`* Re: semi-differentiated and integrated graphically with MathHand.commarkus...@gmail.com
 `- Re: semi-differentiated and integrated graphically with MathHand.comDr Huang

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semi-differentiated and integrated graphically with MathHand.com

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Subject: semi-differentiated and integrated graphically with MathHand.com
From: drhuan...@gmail.com (Dr Huang)
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 by: Dr Huang - Sun, 12 Sep 2021 03:18 UTC

semi-differentiated and integrated graphically with MathHand.com

some functions cannot be differentiated or integrated symbolically, but can be semi-differentiated and integrated graphically in plot2D. e.g.
integrate2D numerically and graphically integrate a function on graph. it convert the integrate( ) to the integrates(x=>sin(x)) for integral graph.

http://drhuang.com/science/mathematics/software/help/example/#plot2d

Re: semi-differentiated and integrated graphically with MathHand.com

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Subject: Re: semi-differentiated and integrated graphically with MathHand.com
From: markuskl...@gmail.com (markus...@gmail.com)
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 by: markus...@gmail.com - Sun, 12 Sep 2021 17:47 UTC

söndag 12 september 2021 kl. 05:18:21 UTC+2 skrev Dr Huang:
> semi-differentiated and integrated graphically with MathHand.com
>
> some functions cannot be differentiated or integrated symbolically, but can be semi-differentiated and integrated graphically in plot2D. e.g.
> integrate2D numerically and graphically integrate a function on graph. it convert the integrate( ) to the integrates(x=>sin(x)) for integral graph..
>
> http://drhuang.com/science/mathematics/software/help/example/#plot2d
ok, i guess

Re: semi-differentiated and integrated graphically with MathHand.com

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Subject: Re: semi-differentiated and integrated graphically with MathHand.com
From: drhuan...@gmail.com (Dr Huang)
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 by: Dr Huang - Sun, 12 Sep 2021 22:18 UTC

On Monday, 13 September 2021 at 03:47:32 UTC+10, markus...@gmail.com wrote:
> söndag 12 september 2021 kl. 05:18:21 UTC+2 skrev Dr Huang:
> > semi-differentiated and integrated graphically with MathHand.com
> >
> > some functions cannot be differentiated or integrated symbolically, but can be semi-differentiated and integrated graphically in plot2D. e.g.
> > integrate2D numerically and graphically integrate a function on graph. it convert the integrate( ) to the integrates(x=>sin(x)) for integral graph.
> >
> > http://drhuang.com/science/mathematics/software/help/example/#plot2d
> ok, i guess

input your formula into MathHand.com, click the "semid2D" button for half order diff, click the "integrate2D" button for integral
http://mathhand.com

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