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Every x has the formula of -5+jh

I am just not sure what i wld plug in for my j and h

Like i just need to figure out what my x's wld be but with these h's and j's I am getting confused

I dont really need help finding the polynomials. There is a method for that

I am stuck finding my intial points the x's

it is always unique !

Lagrange of specified degree IS unique . But if Not lagrange or not specific degree - MULTIPLIQUE !

My bamboo is going to be install, so I will tell you .

The different methods give a unique solution.

Lagrange \[ \neq \] Chebyshev

Same degree - is critically import

I see now @swissgirl solved I think:

ohhh ya??????

Read the question the x's are derived from the formula -5+jh

Mikael Chebishov just gives you the fix points.

So pls tell me - here you mean Lagrange ?

I guess cuz I need to use Neville's method

Mikael it is not different.
The assumption gives fix points.

no the functionis bounded and continuous ==> bounded variation

They must converge to it

I posted the question on MSE maybe someone will have an answer

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Thanks @mahmit2012