For a function f, the Newton divided difference table is given by: Xo = 0.0 f[x]=A *1 = 0.2 f[*1]=B f[xo,X1]=30 x2 = 0.4 f[x2]=C f[x1,x2]=D f[X0,X1,x2]= E x3 = 0.6|f[*3]=54||[2.xz]= 120|f[1.X26X3]= 187.5|f[X0,X15X25X3]=F| First, find the values of missing entries A, B, C, D, E, F in the table and construct the third degree Newton's interpolating polynomial. Then, use the constructed third degree polynomial to approximate f(0.3). What is the resulting approximate value of f(0.3)? Yantnz: 0 24.75 O 24.9375 0 24.375 O 24.1875 O None of the above Yaniti temizle