(15 points) The following equation 00 R = k=1 1 (2k-1) can be used...

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(15 points) The following equation 00 ² R² = Σ k=1 1 (2k-1)² can be used to approximate the value of Pi. Define a recursive (but not tail-recursive) SML function piR: int -> real that takes an integer n as an argument and computes the approximation to Pi using the first n terms of the infinite summation above. SML has a built-in function Math.sart_: real -> real to compute the square root and Real fromInt : int -> real to convert an integer to real. (15 points) The following equation 00 ² R² = Σ k=1 1 (2k-1)² can be used to approximate the value of Pi. Define a recursive (but not tail-recursive) SML function piR: int -> real that takes an integer n as an argument and computes the approximation to Pi using the first n terms of the infinite summation above. SML has a built-in function Math.sart_: real -> real to compute the square root and Real fromInt : int -> real to convert an integer to real.

Answer rating: 100% (QA)

Qulition let 1x E 2 8 For any is defined the following equation 1 K1 2k1 n n1 ... View the full answer