Newton's backward interpolation formula best & simple example(PART-3)

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In this video explaining one problem of newton's backward interpolation. This problem is very interesting and useful. Newton's backward interpolation formula is a method of approximating a function using a polynomial. It is a variation of Newton's interpolation formula that is used when the values of the function are known at equally spaced intervals in decreasing order.

#easymathseasytricks #backwardinterpolation

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Thank you. After watching your videos of Newton laws of interpolation, my confusions are cleared.

priyapdharshini
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Thank youu soo much ! U helped me alot sir... I was struggling hard for learning this you cleared all my doubts and explained the concept very well !

parkergaming
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whyn u choosed backward interpolation, 57 is nearer to 55 too.

rohith_goud_gaddam
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After 5 hrs my paper of engg maths and i watching ur vdo 😀😘i understand and i definitely score 10 marks in this question brother😍🤩

vanshjainxyz
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By your tutorial I cleared my m4. thanks sir

nikhilk
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Sir why we are using here Newton backward difference formula
Why not forward difference formula
Can anyone explain me plz

mr.unknown
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thank you sir, your teaching method helped me alot

advitha
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Sir there is nearest value to 55
So it became forward ⏩😢

chandrasekharkella
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My answer is 0.8948872 don't know which is correct

pratyasha
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Why did u choose the Xn as X4 instead of X3 ? X3 is closer to 57 than X4

darimuhittin
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No man. you didn't explain the topic clearly.... It doesn't have any worth of getting a 😑

flyingangel