2 a.) Consider the points x_(0)=1,x_(1)=1.5,x_(2)=2.5 and for a function f(x), the divided differences are f[x_(2)]=5 f[x_(1),x_(2)]=15quad,f[x_(0),x_(1),x_(2)]=35.

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2 a.) Consider the points x_(0)=1,x_(1)=1.5,x_(2)=2.5 and for a function f(x), the divided differences are f[x_(2)]=5 f[x_(1),x_(2)]=15quad,f[x_(0),x_(1),x_(2)]=35. Use these information to construct the complete divided difference table for the given points. b.) Use part (a) to approximate f(1.4) by divided difference method

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2 a.) Consider the points x_(0)=1,x_(1)=1.5,x_(2)=2.5 and for a function f(x), the divided differences are f[x_(2)]=5 f[x_(1),x_(2)]=15quad,f[x_(0),x_(1),x_(2)]=35.

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