prove that ∆{logf(x)} = log[(1+∆)f(x)/f(x)] | mathstudywithPradum |

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forward difference operator,
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the numerical analysis
relation between forward difference, operator and shifting operator
and relation between backward difference operator and shifting
operator Some examples of Finite diffferences
prove that ∆{logf(x)} = log[(1+∆)f(x)/f(x)] | mathstudywithPradum |

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∆{logf(x)}=log[(1+∆)f(x)/f(x)]

aaj ke video me hum the differences of the calculus ke bare me janege
forward difference operator kya hota h
backward diffrence opretor kiya hota
or uspr base kuch questions solve krege
math study with Pradum
#the calculus difference operator
relation between all calculus difference operator
#relation between forward difference operator and shift opretor
#relation between the backward diffrence opretor and shift opretor
relation between all calculus difference operator
  1. Math Study With Pradum
  2. math study with Pradum
  3. #mathstudywithpradum
  4. #numericalanalysis
  5. ∆{logf(x)}=log[(1 ∆)f(x)/f(x)]
  6. find the value of {logf(x)}
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Комментарии
Автор

Very interesting video thanks for sharing

yusra
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Bahut badhiya sir 👍 aap acha explain karte ho

knowledgeofstudy
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are bhut behtarin. kaaf time se ye question find kar rha tha but at the end i got it .

bagadbilla