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srki function
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srki function
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f.point
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srki function
«
on:
05/12/2017 15:43:39 »
your comment, which is attached
srki_function.pdf
(94.55 kB - downloaded 202 times)
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Re: srki function
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Reply #1 on:
05/12/2017 18:51:52 »
Looks a bit like matrix geometry.
https://en.wikipedia.org/wiki/Transformation_matrix#Examples_in_2D_computer_graphics
What did you post it for?
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f.point
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Re: srki function
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Reply #2 on:
06/12/2017 16:19:58 »
srki function is a secondary function, derived from a function and a defined geometric object.
if we take a triangle, the conditions (from one or two or three functions) ,we will get 10 basic srki functions , 603 aggregat srki functions , which has nothing to do with matrix geometry
since this is a brand new thing, ask what you do not understand
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f.point
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Re: srki function
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Reply #3 on:
17/12/2017 14:10:26 »
download program geogebra
an attachment in which the srki functions are described, you choose the function f (x), you choose free point C, the independent variable x (represents the point A) that you move freely,
www.geogebra.org/m/D9ZxQX7J
turn on the "show trace" in the long (i) and BC, for some interval (a, b), you get different geometric objects, which represents a srki integral, and can be a topography transition from a long to a surface object, can be specified as a constant or a srki function integral
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f.point
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Re: srki function
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Reply #4 on:
18/12/2017 12:36:58 »
an attachment in which the srki functions are described, you choose the function f (x), you choose free point C, the independent variable x (represents the point A) that you move freely,the values of C = (a, b) must be manually replaced in
www.geogebra.org/m/Aus2EE83
turn on the "show trace" in the tright line CD and BC, for some interval (a, b), you get different geometric objects
SUMMARY
- srki function
- second srki function
- third srki function
derived things from the srki function:
- n-srki integrals
-derivatives srki integrals as a union, intersection, difference srki integrals
- srki integral function as a constant and variable
-function of the srki integral derivative as a constant and variable
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f.point
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Re: srki function
«
Reply #5 on:
20/12/2017 18:51:03 »
conditions:
or
}
or
an attachment in which the heart functions are described, you select the function f (x), the independent variable x (moves point A), move the "show trace" on BD for a certain interval (a, b), get different geometric objects
https://www.geogebra.org/m/Y9j2ApnQ
new term
, which means that there is a substitute
for
in the function of
an attachment in which the heart functions are described, you choose the function f (x), the independent variable x (moves point A), move the "show trace" on longer BD and DE for some interval (a, b), you get different geometric objects
https://www.geogebra.org/m/JHpW5xSn
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f.point
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Re: srki function
«
Reply #6 on:
21/12/2017 15:10:43 »
error instead of this
https://www.geogebra.org/m/JHpW5xSn
should be
https://www.geogebra.org/m/XdR5Vhk4
an attachment in which the heart functions are described, you choose the function f (x), the independent variable x (moves point A), move the "show trace" on longer BD and EF for some interval (a, b), you get different geometric objects
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f.point
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Re: srki function
«
Reply #7 on:
22/12/2017 12:38:34 »
conditions:
or
or
I could not move graphically on a geogebra, the functions f (x) and p (x) are independent of each other
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f.point
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Re: srki function
«
Reply #8 on:
29/12/2017 13:32:41 »
conditions:
or
or
an attachment
https://www.geogebra.org/m/h2p7Uu6m
I did not find an algebraic procedure for a circle (a constant radius) and a function f (x), if you know how to set it, but I solved it on a geogebra (attached)
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f.point
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Re: srki function
«
Reply #9 on:
05/01/2018 18:23:26 »
conditions:
or
or
an attachment
https://www.geogebra.org/m/zWneK4hm
did not find an algebraic procedure for a circle (variable radius |x|) and a function f (x), if you know how to set it, but I solved it on a geogebra (attached)
«
Last Edit: 07/01/2018 15:14:19 by
f.point
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