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2) (1 point) The rst-degree approximation of f ( x ) = x at x = 1 is L ( x ) = 1 +
2) (1 point) The rst-degree approximation off(x)=x at x = 1 is L(x)=1+21(x1). Check that:
- f(1)=L(1),and
- f(1)=L(1)
For a better approximation than the linear one, let's try a second degree (quadratic) approximation P(x). In other words, we approximate a curve by a parabola instead of by a straight line. To do this, we want:
- f(a)=L(a),and
- f(a)=L(a),and
- f(a)=L(a)
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