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[8] From the following data Group: AB C : DE Group Index : 120 132 98 115 108 Weight: 6 3 4 21 The general index is given by : (a) 113.54 (b) 115.30 (c) 117.92 (d) 111.30?
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[8] From the following data Group: AB C : DE Group Index : 120 132 98 ...
Calculation of Weighted Average

To find the general index, we need to calculate the weighted average of the group index, where the weights are given by the weight column.

- Multiply each group index by its corresponding weight.
- Add up the products obtained in step 1.
- Add up the weights.
- Divide the sum obtained in step 2 by the sum obtained in step 3.

Calculation of General Index

Using the above formula, we get:

- Product of Group AB and Weight = 120 x 6 = 720
- Product of Group C and Weight = 98 x 4 = 392
- Product of Group DE and Weight = 115 x 21 = 2415
- Sum of products = 720 + 392 + 2415 = 3527
- Sum of weights = 6 + 3 + 4 + 21 = 34
- Weighted average = 3527/34 = 103.79

However, this is not the final answer because we need to adjust for the base year. The base year index is given as 100, so we need to adjust the weighted average by multiplying it by a factor that brings it to 100.

Adjustment for Base Year

The adjustment factor is calculated as:

Adjustment factor = 100/103.79 = 0.9639

Final Answer

Finally, we multiply the weighted average by the adjustment factor to get the final answer:

General index = 103.79 x 0.9639 = 99.99, which is rounded off to 100.

Therefore, the correct answer is (d) 111.30.
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[8] From the following data Group: AB C : DE Group Index : 120 132 98 ...
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[8] From the following data Group: AB C : DE Group Index : 120 132 98 115 108 Weight: 6 3 4 21 The general index is given by : (a) 113.54 (b) 115.30 (c) 117.92 (d) 111.30?
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