The table given below shows the ratio of exports and imports of a country for 5 years.
Total trade = exports + imports
The total trade of 5 years is 3800, 3600, 2800, 3900 and 5000 crore dollars respectively. What is the difference (in crore dollars) in the average exports and average imports respectively?
Difference between export and import in each year respectively (in crore dollars) :
Year 1 : $$\frac{(10-9)}{(10+9)}\times3800$$ = 200
Year 2 : $$\frac{(11-7)}{(11+7)}\times3600$$ = 800
Year 3 : $$\frac{(4-3)}{(4+3)}\times2800$$ = 400
Year 4 : $$\frac{(5-8)}{(5+8)}\times3900$$ = -900
Year 5 : $$\frac{(12-13)}{(12+13)}\times5000$$ = -200
=> Required average = $$\frac{(200+800+400-900-200)}{5}$$
= $$\frac{300}{5}=60$$
=> Ans - (A)
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