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MMLU-Pro / 8427 / Let P₅(x) be the fifth-degree Taylor polynomial approximation for…

Problem

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question

Let P5(x)P_5(x) be the fifth-degree Taylor polynomial approximation for f(x)=sin(x), centered at x=0. What is the Lagrange error of the polynomial approximation to sin(1)?.
Plain-text mathematical notation (without MathML)
Let P₅(x) be the fifth-degree Taylor polynomial approximation for f(x)=sin(x), centered at x=0. What is the Lagrange error of the polynomial approximation to sin(1)?.
Original LaTeX notation
Let $P_5(x)$ be the fifth-degree Taylor polynomial approximation for f(x)=sin(x), centered at x=0. What is the Lagrange error of the polynomial approximation to sin(1)?.

category

math

options

  1. 0.02098
  2. 0.00198
  3. 0.000198
  4. 0.01998
  5. 0.0198
  6. 0.19898
  7. 0.0000198
  8. 0.198
  9. 0.0000298
  10. 0.00298

src

theoremQA-Math

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