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Given the following data. (x,y)=(-1,3),(0,1),(1,-1),(-2,-1),(2,3). Show that both the Newton's divided-differrence polynomial below, interpolate the data. P(x)=3-2(x+1)+(x+1)x(x-1) and Q(x)=-1+4(x+2)-3(x+2)(x+1)+(x+2)(x+1)x
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@Elsa213
I'm terrible at math, sorry. >.< @Unavailabilityy can you help? o:
I'm terrible at math too, but it's like one of my favorite subjects... anyway what grade is this? xD
It's okay,Elsa213. :)
Probably 10th grade, Una. cx
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@Conqueror
I'm terrible at math, sorry.
I'm only in 9th ;-;
ask hartnn
|dw:1477577673961:dw|
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do the same to get this table. |dw:1477577879073:dw|
to get the second part, \(\dfrac{(f(3,2)-f(2,1))}{ (x_3-x_1)}=\dfrac{-2-(-2)}{1-(-1)}=0\)|dw:1477577946480:dw|
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