What was the per capita ownership of two wheelers in India in the year 2011 ?
2017
What was the per capita ownership of two wheelers in India in the year 2011 ?
Answer: A. ~ 0.084 — Concept: per capita ownership of any item is a plain ratio — the total number of those items divided by the total number of people. It carries no percentage…
- A.
~ 0.084
- B.
~ 0.0084
- C.
~ 0.84
- D.
~ 0.068
Show answer & explanation
Correct answer: A
Concept: per capita ownership of any item is a plain ratio — the total number of those items divided by the total number of people. It carries no percentage sign: it is simply the number of items per person. Because it is a ratio of two counts, both counts must be expressed in the same unit before dividing, and Indian data tables mix two magnitudes: 1 lakh = 100,000 while 1 million = 1,000,000, so 1 million = 10 lakh.
Applying the concept to the year 2011:
Read the 2011 row of the table: two wheelers = 1018.65 lakh, population = 1210.19 million.
Bring both figures to the same unit — divide the vehicle figure by 10 to turn lakh into million: 1018.65 lakh = 101.865 million.
Divide the vehicles by the people: 101.865 million divided by 1210.19 million = 0.08417.
Round to three decimal places: the per capita ownership of two wheelers in 2011 was about 0.084 two wheelers per person.
Cross-check using absolute counts, with no unit shortcut at all: 1018.65 lakh = 101,865,000 vehicles and 1210.19 million = 1,210,190,000 people, and 101,865,000 divided by 1,210,190,000 = 0.0842. The same value appears, which confirms the lakh-to-million conversion step.
Two conversion slips each change the result by a factor of ten:
Dividing 1018.65 by 1210.19 directly treats one lakh as one million and gives 0.84, ten times too large.
Converting the vehicles to million (101.865) but the population to lakh (12101.9) applies the conversion twice and gives 0.0084, ten times too small.
A note on units: 0.084 two wheelers per person is the same as about 8.4 two wheelers per 100 people, that is 8.4 per cent — not 0.084 per cent. The choices as printed in the original 2017 paper carried a stray percentage symbol, which is a unit error; the numeric values themselves are the per-person ratios computed above.