Question
Calculate weighted aggregative price index with Laspeyre's method from following data.
Items Base year Price Current Year Price Base year Quantity Current Year Quantity
A 40 60 12 15
B 20 24 8 10
C 50 55 12 15
D 50 55 12 15
E 30 42 20 22

Answer

Items
Base Year Price $(p_0)$
Current Year price $(p_1)$
Base Year Quantity $(q_0)$
Current Year Quantity $(q_1)$
$p_1q_0$
$p_0q_0$
A
40
60
12
15
720
480
B
20
24
8
10
192
160
C
5
7
15
15
105
75
D
50
55
12
15
660
600
E
30
42
20
22
840
600
 
 
 
 
 
$\Sigma\text{p}_1\text{p}_0=2517$
$\Sigma\text{p}_0\text{q}_0=1915$
$\text{P}_{01}=\frac{\Sigma\text{p}_1\text{q}_1}{\Sigma\text{p}_0\text{q}_0}\times100$
$=\frac{2517}{1915}\times100=1.31\times100=131$
The price is said to have risen by $31\%$.

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