Independent solution

How to solve this Cash-Flow and Risk Matching question

Setup

Setup

State the local balance conditions for a Redington-style immunization at the chosen yield.

PA=PLP_A=P_L

Model

Model

Equal first-order sensitivity requires equality, not a strictly larger asset sensitivity.

DAmod=DLmodD_A^{\mathrm{mod}}=D_L^{\mathrm{mod}}

Compute

Compute

Positive second-order surplus curvature requires asset convexity to be greater, not less.

CA>CLC_A>C_L

Answer

Answer

Among the statements given, only present-value equality is necessary, so choice A is correct.

Statement I only(A)\boxed{\text{Statement I only}\quad\text{(A)}}