130 Maet Chabaod Mah7 bam2 O Math75 bam 2 docs.google.com/formsAt/e/1FAlpQLSeNWirgazft DaYtavYG42Vlarye bdd SdamwicHIO9431A/formlesponse 333 Aes NM mal N OYoulube Mas 1 Let f (x) = (x-2)2 Using the...

Numerical
130 Maet Chabaod<br>Mah7 bam2<br>O Math75 bam 2<br>docs.google.com/formsAt/e/1FAlpQLSeNWirgazft DaYtavYG42Vlarye bdd SdamwicHIO9431A/formlesponse<br>333 Aes NM mal<br>N<br>OYoulube<br>Mas<br>1<br>Let f (x) =<br>(x-2)2<br>Using the centered 3-point formula for 1st derivatives:<br>f'(0) × 0.251255 using h = 0.1<br>f'(0) 0.250313 using h = 0.05<br>Applying Richardson's extrapolation on the above values, we get a better approximation of<br>f'(0) which is:<br>0.234256<br>-0.499998<br>de ENG<br>06/05/2021<br>P Type here to search<br>

Extracted text: 130 Maet Chabaod Mah7 bam2 O Math75 bam 2 docs.google.com/formsAt/e/1FAlpQLSeNWirgazft DaYtavYG42Vlarye bdd SdamwicHIO9431A/formlesponse 333 Aes NM mal N OYoulube Mas 1 Let f (x) = (x-2)2 Using the centered 3-point formula for 1st derivatives: f'(0) × 0.251255 using h = 0.1 f'(0) 0.250313 using h = 0.05 Applying Richardson's extrapolation on the above values, we get a better approximation of f'(0) which is: 0.234256 -0.499998 de ENG 06/05/2021 P Type here to search

Jun 04, 2022
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