Question

1. Describe, in your own words, the Laspeyres Index, the Paasche Index, and the Fisher Index (chain-weighting).

2. Consider a country that only produces cars, cantaloupes, and catamarans. Complete the following table by filling in the missing entries.ercent change FY2014-15 FY 2014 FY 2015 Number of cars produced 100 125 Quintals of cantaloupes grown5,000 4,650 600 Number of catamarans produced450 Price of cars Price of cantaloupes Price of catamarans $4,000$4,050 $65 $900 Number of catamarans produced450 Number of catamarans produced450 $80 $1.000 600 600 Real GDP in 2014 prices Real GDP in 2015 prices Real GDP in chained prices (benchmarked to 2015)

3. Calculate the inflation rate for the 2014-15 period using the GDP deflator based on the Laspeyres Index, the Paasche Index, and the Fisher (chain-weighted) Index.

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Answer #1

inflaion caicuwated us two iff change in CPI during tru said peu ‘ Las peres Indez: L index calcwale * base marka 6Lo İ a vunk prices od a* +n« base Pei Pio → Pm ices ar base period. 2. Paasche Index index caictate Hne base yerr. Jt calculated a 3. Fishers ndex Both L ndex and ? index au críticǐRA wndur tne topic. na bios F. indax akes Komtie meamoft ne mdea to calcutare F index . Thir v irem an year prices : Real G. D Pt.Σ Pio at Chained GpP in oench marked yeo >. chain. x hain Real GDPt NoimlPe Table-1

Table 1

Quantity Price Percentage Change
Items 2014 2015 2014 2015 Price Quantity
Car 100 125 4000 4050 25.0% 1.3%
Cantaloup 5000 4650 65 80 -7.0% 23.1%
catamaran 450 600 900 1000 33.3% 11.1%
Real GDP in 2014 prices 1130000 1255000
Real GDP in 2015 prices 1342250 1478250
Real GDP in chained prices (benchmark=2015) 1249736.12 1478250

3.

The three indexes using the formula above is calculated below

2014 2015
L Index 100 101.25
P Index 100 117.79
F Index 100 109.21

Inflation using GDP deflator between 2014 and 2015 is calculated as the percentage change in CPI. As 2014 is the base year assumed, the inflation is only the difference between two-year indexes.

2014 2015 Inflation
L Index 100 101.25 1.3
P Index 100 117.79 17.8
F Index 100 109.21 9.2
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