InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 51. |
Mention the characteristics of index number. |
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Answer» Index numbers:
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| 52. |
What is meant by composite index number? |
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Answer» The index number being constructed for group of items is a composite index number. |
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| 53. |
What test is satisfied by Marshall-Edge worth’s Index number? |
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Answer» Timer reversal test. |
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| 54. |
What is meant by fixed base and chain base in index number? |
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Answer» If the period of comparision is fixed for any current year, is called as fixed base year. If the period of comparision is immediate preceeding period for any current year, is called chain base year. |
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| 55. |
Define value Index number. |
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Answer» Value Index number indicate the effect of combination of price and quantity changes in between the two periods. |
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| 56. |
Define price Index numbers. |
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Answer» Price Index numbers indicates the general level of prices of articles over a period of time. |
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| 57. |
What is normal Base year? |
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Answer» Normal Base year is the year in which in that year there are no accidents / natural calamities occurred, which affect the business and economic activities. (OR) Normal base year is the year in which in that year there are no wars, floods, famine, tsunami, strikes etc. |
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| 58. |
Give the meaning of Base year. |
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Answer» The year against which comparisions are made is called base year. |
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| 59. |
If total value in base year and current year are respectively 800, and 1000, compute value Index number. |
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Answer» Value 1.NO. V01 = \(\frac{∑p_1q_0}{∑p_0q_0} \times 100\) = \(\frac{1000}{800}\) × 1000 = 125 |
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| 60. |
What are quantity weights and value weights? |
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Answer» A quantity weight is the amount of commodity used or produced during a period. A value weight is the product of price and quantity used during a period. |
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| 61. |
Define base year and current year in index number. |
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Answer» The year selected for comparision is the base year and the year for which comparisons are required is the current year. |
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| 62. |
If the general price level goes up by 80% between 2002 and 2012, What is the index number for 2012 with base 2000? |
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Answer» Index number for the year 2012 = 180. |
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| 63. |
Explain Time Reversal Test and Factor Reversal Tests, |
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Answer» Time Reversal Test: (TRT) : This test requires that the index number computed backwards should be the reciprocal of the index number computed forward, except the factor 100. i.e. P01 = \(\frac{1}{P_{10}}\) OR P01 × P10 = 1 (Except the factor 100) Factor Reversal Test:- This test requires that the product of the Price Index number and the Quantity Index number should be equal to the net change in the value taking place between two periods, except the factor 100. i.e. P01× Q01 = \(\frac{∑P_1q_1}{∑p_0q_0}\) = V01(Except the factor 100). |
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| 64. |
Write down the formula for calculating purchasing power of money? |
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Answer» Purchase Power of Money = \(\frac{1}{cost \,of\,living\,index}\) |
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| 65. |
Write down the formula for calculating real wages. |
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Answer» Real wages = \(\frac{money\,wages}{cost\;of\,living\,index}\) |
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| 66. |
Which index number is used to calculate the purchasing power of money and real wages? |
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Answer» Consumer price index (CPI) |
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| 67. |
Define consumer price/cost of living index number. |
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Answer» “Cost of living index number is the index number of the cost met by a Specified class of consumers in buying a basket of goods and services.” |
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| 68. |
If cost of living Index number of 2005 is 225 with 1995 as a base year, what is the change in the Index? |
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Answer» The percentage change in consumer prices is 125%. |
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| 69. |
Given Σp1q0 = 100 and Σ p0q0 =102 find a suitable index number. |
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Answer» Laspeyre’s Price Index Number P01 = \(\frac{∑p_1q_0}{∑p_0q_0}\) × 100 = \(\frac{100}{102}\) × 100 = 98.04 01. |
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