Compute Paasche's Ideal Index No. Commodities Price (₹) Value Price (…

The correct answer is Option (2) → 187.19

For calculating base period and current period quantity we divide value by price.

Commodity	$p_0$​	$q_0$​	$p_1$​	$q_1$​	$p_1​q_0$​	$p_0​q_0$​	$p_1​q_1$​	$p_0​q_1$​
A	5	8	8	5	64	40	40	25
B	8	8	12	14	96	64	168	112
C	10	12	22	6	264	120	132	60
D	12	12	26	8	312	144	208	96
E	16	18	30	10	540	288	300	160
					$\sum p_1​q_0= 1276$	$\sum p_0​q_0= 656$	$\sum p_1​q_1= 848$	$\sum p_0​q_1= 453$

Paasche's Method:

$P_{01} = \frac{\sum p_1q_1}{\sum p_0q_1} \times 100 $

$P_{01} = \frac{848}{453} \times 100 = 187.19$