Math, asked by aparna2242, 23 days ago

If Laspeyre's Index number 121 and Paasche's Index number is 144 Then the Fishers Index number is

Answer choices
Select only one option
135

132

122

143​

Answers

Answered by pravinrane60
0

Answer:

If Laspeyre's Index number 121 and Paasche's Index number is 144 Then the Fishers Index number is 122

Answered by aishwaryahk
0

Answer:

The Fisher's index number is 132

Step-by-step explanation:

They have given that the Laspeyre's index number is 121

And Paasche's index number is 144

Fisher's index number is the Geometrical average of Laspeyres and Paasche's index number

Let Laspeyre's index number = L

     Paasche's index number = P

Therefore,

Fisher's index number = \sqrt{LP}

                                      =\sqrt{(121)(144)}

                                      =\sqrt{17424}

Fisher's index number = 132

Therefore Fisher's index number is 132                              

Similar questions