Use Neville's method to obtain the approximations for Lagrange interpolating polynomials of degrees one, two, and three to approximate each of the following: a. f(8.4) if f(8.1)=16.94410, f(8.3)=17.56492, f(8.6)=18.50515, f(8.7)=18.82091 b. f(-(1)/(3)) if f(-0.75)=-0.07181250, f(-0.5)=-0.02475000, f(-0.25)=0.33493750, f(0)=1.10100000 c. f(0.25) if f(0.1)=0.62049958, f(0.2)=-0.28398668, f(0.3)=0.00660095, f(0.4)= 0.24842440 d. f(0.9) if f(0.6)=-0.17694460, f(0.7)=0.01375227, f(0.8)=0.22363362, f(
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