If \(P_{01}(L)=225,\ P_{01}(P)=144\) then \(P_{01}(F)\) = _____.
Q.4 (C) (ii) If \(P_{01}(L)=225,\ P_{01}(P)=144\) then \(P_{01}(F)\) = _____.
Q.4 (C) (ii) If \(P_{01}(L)=225,\ P_{01}(P)=144\) then \(P_{01}(F)\) = _____.
Best answer
Answer: 180
Fisher's index is the geometric mean of Laspeyre's and Paasche's indices: \(P_{01}(F)=\sqrt{225\times 144}=15\times 12=180\).
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