Which statement about the Interim Reserve Exact method is true when s = 1?

Study for the SOA Fundamentals of Actuarial Mathematics (FAM) Exam. Prepare with flashcards and multiple choice questions with detailed explanations. Get ready for your future as an actuary!

Multiple Choice

Which statement about the Interim Reserve Exact method is true when s = 1?

Explanation:
The key idea is how the Inter im Reserve Exact method behaves with the parameter s. This method is built so that, at a particular value of s, the estimate it produces matches the true, exact interim reserve. When s is set to 1, the weighting or interpolation used by the method collapses to the form that yields that exact reserve, so the statement is true. In other words, s = 1 makes the method reproduce the exact interim reserve, whereas other values of s can introduce approximation through interpolation. That’s why the claim is true specifically for s = 1, and not restricted only to s = 0 or s = 2.

The key idea is how the Inter im Reserve Exact method behaves with the parameter s. This method is built so that, at a particular value of s, the estimate it produces matches the true, exact interim reserve. When s is set to 1, the weighting or interpolation used by the method collapses to the form that yields that exact reserve, so the statement is true.

In other words, s = 1 makes the method reproduce the exact interim reserve, whereas other values of s can introduce approximation through interpolation. That’s why the claim is true specifically for s = 1, and not restricted only to s = 0 or s = 2.

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