Q10 General 15 Points Find the solution to the interpolation problem of finding a polynomial q(x)...
Q10 General 15 Points Find the solution to the interpolation problem of finding a polynomial q(x) with deg(q) < 2 and such that q(X) = Yo, q(x1) = yi, and q' (x1) = yi with Xo <31. Under what exact conditions is deg(q) = 2?
Find the solution to the interpolation problem of finding a polynomial q(x) with deg(q) < 2 and such that q(20) = yo q(x1) = y1, and 9' (21) = y1 with xo < X1. Under what exact conditions is deg(q) = 2?
Find the solution to the interpolation problem of finding a polynomial q(x) with deg(q) < 2 and such that q(20) = yo 9(x1) = yi, and d'(x1) = yi with x0 <21. Under what exact conditions is deg(q) = 2?
Find the solution to the interpolation problem of finding a polynomial q(x) with deg(a) <2 and such that q(20) = yo, q(x1) = y1, and d(x1) = yi with Zo < 21. Under what exact conditions is deg(q) = 2?
= Yo, Find the solution to the interpolation problem of finding a polynomial q(x) with deg(q) < 2 and such that q(xo) q(x1) = yi, and q'(x1) = yi with Xo < X1. Under what exact conditions is deg(q) = 2?
Find the solution to the interpolation problem of finding a polynomial q(a) with deg(q) < 2 and such that q(20) = yo, q(x1) = yi, and q' (x1) = y; with Xo < X1. Under what exact conditions is deg(q) = 2?
find the solution to the interpolation problem of finding a polynomial q(x) withdegree 2 and such that q(x0)=y0 q(x1 )=y1 q'(x_1) = y'_1 with x_0 < x_1x 0 Under what exact conditions is \deg(q) = 2deg(q)=2?
Find solution to interpolation, and what exact conditions is deg (q) = 2? & Find solution to the interpolation problem of finding a polynomial 9x with deg (9) £2 and such that: 9(x) = Yo 4.X) PY q (x) = Yi with Xo LX. Under what exact conditions is deg (q) = 2?
2 Find the solution to the interpolation problem of finding a polynomial qr) with degy and such that 01:1) = yi and with B. Under what exact conditions is deg(q) = 2
Problem 3. (8 points) Given that the interpolation polynomial of the points (-3,2), (-2,1),(-1,-1), (0,1), (1,0), (2,0), (3, 1) is 191 13 5 781 , 53 Q(x) = -3602 + 30++ Find a polynomial curve passing through these seven points and additionally the point (4,0). Write your polynomial in standard form anx" +...+212 +00 +1. 360" + en