Meboreen Mary at 15:47, 26 September 2017

2017-09-26T15:47:11Z

Meboreen Mary: Created page with "{| Border=1 |'''Time''' |'''Narration''' |- | 00:01 |Paralok, ngi pdiangsngewbha ia phi sha ka Spoken Tutorial halor ka '''Numerical Interpolation'''. |- | 00:06 | Ha kaba kut..."

2017-08-31T13:51:23Z

Created page with "{| Border=1 |'''Time''' |'''Narration''' |- | 00:01 |Paralok, ngi pdiangsngewbha ia phi sha ka Spoken Tutorial halor ka '''Numerical Interpolation'''. |- | 00:06 | Ha kaba kut..."

New page

{| Border=1
|'''Time'''
|'''Narration'''
|-
| 00:01
|Paralok, ngi pdiangsngewbha ia phi sha ka Spoken Tutorial halor ka '''Numerical Interpolation'''.
|-
| 00:06
| Ha kaba kut jong kane ka jinghikai, phi sa nang kumno ban:
|-
|00:10
|Develop ia ka '''Scilab code''' na ka bynta bun jait ki '''Numerical Interpolation algorithms'''
|-
|00:16
|Khein ia u value bathymmai jong ka '''function''' na ki '''data points''' ba la ai.
|-
| 00:21
|Ban record ia kane ka jinghikai, nga pyndonkam da ka
|-
|00:24
|'''Ubuntu 12.04''' kum ka operating system
|-
| 00:27
|Bad ka '''Scilab 5.3.3''' version.
|-
| 00:31
| Ban pyrshang ia kane ka jinghikai, u ne ka nongpule kidei ban don
|-
|00:34
|Ia ki jingtip shaphang jong ka '''Scilab'''
|-
|00:36
|Bad dei ban tip ia ka '''Numerical Interpolation'''.
|-
| 00:40
| Ban pule ia ka '''Scilab''' , sngewbha leit sha ki jinghikai ba iadei kiba don ha ka '''Spoken Tutorial''' website.
|-
| 00:47
| '''Numerical interpolation''' kadei ka rukom jong ka
|-
|00:51
|Jingshna ia ki '''data points''' bathymmai.
|-
|00:53
| Hapdeng ki range jong ka '''discrete set''' jong ki '''data points''' ba la tip.
|-
|00:59
|Ngi lah ban solve ia ki jingkhein jong ka '''interpolation''' da kaba pyndonkam ia ki '''numerical methods.'''
|-
|01:05
|Ha '''Lagrange interpolation,'''
|-
| 01:07
|Ngi pass ia u '''polynomial''' jong ka '''degree N – 1''' lyngba ki '''N''' points.
|-
| 01:12
||Nangta, ngi wad ia u '''N order polynomial y of x''' bapher uba ''interpolates''' ia ki '''data''' samples.
|-
|01:22
|| Ngi ai ia ki '''natural logarithm''' values na ka bynta khyndai, khyndai point san bad khatwei.
|-
|01:29
| Ngi hap ban wad ia u value jong ka '''natural logarithm''' jong khyndai point ar.
|-
|01:35
|To ngin solve ia kane ka jingkhein da kaba pyndonkam ia ka '''Lagrange interpolation method.'''
|-
|01:41
|To ngin peit ia u code na ka bynta ka '''Lagrange interpolation.'''
|-
|01:46
||Ngi define ia ka function '''Lagrange''' ryngkat '''arguments x zero, x, f and n.'''
|-
|01:53
|'''X zero''' udei u '''interpolation point''' u bym pat don ba ithuh.
|-
| 01:57
|'''x''' udei u '''vector''' uba kynthup ia ki '''data points.'''
|-
| 02:01
|'''f''' udei u'''vector''' uba kynthup ia ki values jong ka '''function''' ha ki '''data points.''' ba iadei
|-
|02:08
|| Bad '''n''' udei u'''order''' jong ka '''interpolating polynomial.'''
|-
|02:14
| Ngi pyndonkam '''n''' ban initialize '''m''' bad '''vector N.'''
|-
|02:19
| Ka order jong ka '''interpolating polynomial''' ka batai ia u number jong ki ''nodes''' ba la shna.
|-
| 02:25
|| Nangta, ngi pyntreikam ia ka '''Lagrange interpolation formula'''
|-
| 02:29
| Ban wad ia u value jong u '''numerator''' bad '''denominator.'''
|-
|02:35
| Nangta ngi divide ia u '''numerator''' bad '''denominator''' ban ioh ia u value jong u '''L.'''
|-
|02:41
| Ngi pyndonkam ia u '''L''' ban wad ia u value jong ka function ''y''' ha ka data point ba la ai.
|-
| 02:48
| Khatduh eh ngi pyni ia u value jong u '''L''' bad '''f of x''' f(x).
|-
| 02:53
|To ngin '''Save and execute''' ia ka file.
|-
| 02:57
|Phai sha ka ''Scilab console''' ban solve ia ka problem ba la ai nuksa.
|-
| 03:02
|To ngin ia define ia u '''data points vector.'''
|-
|03:05
| Ha ka '''console''', type:
|-
| 03:07
|''' x equal to open square bracket nine point zero comma nine point five comma eleven point zero close square bracket.'''
|-
| 03:18
|Nion '''Enter'''.
|-
| 03:21
||Nangta type: '''f equal to open square bracket two point one nine seven two comma two point two five one three comma two point three nine seven nine close square bracket'''
|-
|03:39
||Nion '''Enter '''.
|-
| 03:41
| Nangta type '''x zero equal to nine point two'''
|-
| 03:46
| Nion '''Enter'''.
|-
| 03:48
| To ngin pyndonkam ia ka '''quadratic polynomial interpolating polynomial.'''
|-
|03:53
||Type '''n equal to two'''.
|-
|03:58
|Nion '''Enter'''.
|-
| 04:00
| Ban call ia ka '''function,''' type:
|-
| 04:02
|'''y equal to Lagrange open parenthesis x zero comma x comma f comma n close parenthesis'''
|-
| 04:14
| Nion '''Enter. '''
|-
| 04:16
| U value jong ka function '''y at x equal to nine point two''' la pyni.
|-
| 04:22
||To ngin ia peit ia ka '''Newton's Divided Difference Method.'''
|-
| 04:26
||Ha kane ka rukom, '''Divided Differences recursive method''' la pyndonkam.
|-
| 04:32
||U pyndonkam khyndiat ki number jong ki '''computation'''ban ia ka '''Lagrange method.'''
|-
| 04:38
|Hapdeng jong kane, kajuh ka '''interpolating polynomial,''' kum ha ka '''Lagrange method,''' ,la pynmih.
|-
| 04:47
|To ngin solve ia kane ka nuksa da kaba pyndonkam ia ka '''Divided Difference method.'''
|-
|04:52
|Ngi ai ia ki '''data points''' bad
|-
| 04:54
| Ki values ba iadei jong ka '''function''' ha kito ki '''data points.'''
|-
| 05:00
| Ngi hap ban wad ia u value jong ka '''function''' ha '''x equal to three.'''
|-
| 05:05
| To ngin peit ia u code na ka bynta ka '''Newton Divided Difference method. '''
|-
| 05:11
|Plie ia ka file '''Newton underscore Divided dot sci''' ha ka '''Scilab Editor.'''
|-
| 05:18
|Ngi define ia ka '''function Newton underscore Divided''' ryngkat ki '''arguments x, f''' bad '''x zero.'''
|-
| 05:29
| '''x''' udei u '''vector''' uba kynthup ia ki '''data points,'''
|-
| 05:33
|'''f''' udei u '''function value''' ba iadei bad
|-
| 05:36
| '''x zero''' udei u '''interpolation point''' u bym pat don ba ithuh.
|-
| 05:41
|Ngi wad ia ka '''length''' jong u '''vector''' bad nangta ngi equate ia u sha '''n.'''
|-
| 05:46
| U value banyngkong jong u '''vector''' la equate sha '''a of one''' a(1).
|-
| 05:51
| Nangta ngi pyntreikam ia ka '''divided difference algorithm''' bad khein ia ka '''divided difference table.'''
|-
| 05:57
| Nangta ngi wad ia ka '''coefficient list''' jong ka '''Newton polynomial'''.
|-
| 06:03
| Ngi '''sum''' ia ka '''coefficient list''' ban wad ia u value jong ka '''function''' ha ka '''data point''' ba la ai.
|-
| 06:10
| '''Save and execute''' ia ka file '''Newton underscore Divided dot sci.'''
|-
| 06:16
| Phai sha ka '''Scilab console'''.
|-
| 06:19
|Clear ia ka screen da kaba type '''c l c'''.
|-
| 06:22
|Nion '''Enter.'''
|-
| 06:24
|To ngin pyndap ia ki '''data points vector'''.
|-
| 06:27
|Type: '''x equal to open square bracket two comma two point five comma three point two five comma four close square bracket'''
|-
| 06:39
|Nion '''Enter.'''
|-
| 06:41
|Nangta type ia ki values jong ka ''function'''
|-
| 06:44
|'''f equal to open square bracket zero point five comma zero point four comma zero point three zero seven seven comma zero point two five close square bracket'''
|-
| 07:01
|Nion '''Enter. '''
|-
| 07:03
|Type '''x zero equal to three'''
|-
| 07:06
|Nion '''Enter. '''
|-
| 07:08
|Nangta call ia ka '''function''' da kaba type
|-
| 07:11
|'''I P equal to Newton underscore Divided open parenthesis x comma f comma x zero close parenthesis'''
|-
| 07:23
|Nion '''Enter.'''
|-
| 07:25
|U value jong u '''y at x equal to three''' la pyni.
|-
| 07:30
|To ngin batai kyllum ia kane ka jinghikai
|-
| 07:33
|Ha kane ka jinghikai, ngi la pule shaphang ban develop ia u '''Scilab''' code na ka bynta ki '''interpolation methods.'''
|-
| 07:40
|Ngi la dep pule ruh ban wad ia u value jong ka '''function''' ha ki '''data point''' ba thymmai.
|-
| 07:46
|Solve ia kane ka problem da lade da kaba pyndonkam ia ka '''Lagrange method and Newton's Divided Difference method.'''
|-
|07:54
| Peit ia ka video ba don ha ka link ba la pyni harum.
|-
| 07:57
| Ka batai kyllum ia ka Spoken Tutorial project.
|-
|08:00
||Lada phim don ia ka bandwidth kaba biang, phi lah ban shu download bad peit ia ka.
|-
|08:05
||Ka kynhun jong ka Spoken Tutorial Project:
|-
|08:07
||Ka pynlong ia ki workshops da kaba pyndonkam da ki spoken tutorials
|-
|08:10
||Ka ai certificates sha kito kiba pass ha ka online test.
|-
|08:14
||Na ka bynta kham bun ki jingtip ba bniah, sngewbha thoh sha ka contact@spoken-tutorial.org
|-
|08:22
|Spoken Tutorial Project kadei shibynta jong ka Talk to a Teacher project.
|-
| 08:26
| La kyrshan ia ka da ka National Mission on Eduction lyngba ka ICT,MHRD, Sorkar India.
|-
| 08:33
|Kham bun ki jingtip halor kane ka mission kidon ha ka http://spoken-tutorial.org/NMEICT-Intro.
|-
| 08:38
|Nga i Meboreen na Shillong, nga pynkut ia kane.
|-
|08:41
| Khublei Shibun .

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 | 00:21
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 |-
 |00:24
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 | 02:57
-|Phai sha ka ''Scilab console''' ban solve ia ka problem ba la ai nuksa.
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 | 03:02
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 | 07:46
-|Solve ia kane ka problem da lade da kaba pyndonkam ia ka '''Lagrange method and Newton's Divided Difference method.'''
+|Solve ia kane ka problem da kaba pyndonkam ia ka '''Lagrange method and Newton's Divided Difference method.'''
 |-
 |07:54

Scilab/C4/Interpolation/Khasi - Revision history

Meboreen Mary at 15:47, 26 September 2017

Meboreen Mary: Created page with "{| Border=1 |'''Time''' |'''Narration''' |- | 00:01 |Paralok, ngi pdiangsngewbha ia phi sha ka Spoken Tutorial halor ka '''Numerical Interpolation'''. |- | 00:06 | Ha kaba kut..."