Given f(x) + 1, 2+ sin(rx) %3D that is defined over [1, 6] with a step (h= 1). Using the N.G.F. function differences Interpolation. The first :derivative of P2(s) at x=3 is
Given f(x) + 1, 2+ sin(rx) %3D that is defined over [1, 6] with a step (h= 1). Using the N.G.F. function differences Interpolation. The first :derivative of P2(s) at x=3 is
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![2.03
Given f(x) =
+1,
2 + sin(Tx)
that is defined over [1, 6] with a step
(h= 1). Using the N.G.F. function
differences Interpolation. The first
:derivative of P2(s) at x=3 is
None of them
32 O
12 O
25 O](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F243f943b-25b2-496b-81d3-4466d329feab%2Ffe56b90b-7027-4b25-9d2d-dbdf79ec1a02%2Fvjkrf35_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2.03
Given f(x) =
+1,
2 + sin(Tx)
that is defined over [1, 6] with a step
(h= 1). Using the N.G.F. function
differences Interpolation. The first
:derivative of P2(s) at x=3 is
None of them
32 O
12 O
25 O
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