Refer the below data table and answer the following Question.
- A3629
- B1571
- C4536
- D2903
Solution & Step-by-step Explanation
Let the imports and exports in year Y be represented as I
Y
and E
Y
respectively.
Given for 2012:
E
2012
I
2012
=0.7
I
2012
=1100 crores
So,
E
2012
=
0.7
I
2012
=
0.7
1100
=
7
11000
≈1571.43 crores
We are given that the combined exports of 2012 and 2013 is Rs. 5200 crores:
E
2012
+E
2013
=5200
E
2013
=5200−
7
11000
=
7
36400−11000
=
7
25400
crores
For 2013, the ratio of imports to exports is given as 0.8:
E
2013
I
2013
=0.8
I
2013
=0.8×E
2013
I
2013
=0.8×
7
25400
=
7
20320
≈2902.85 crores
Rounding off to the nearest whole integer, we get 2903 crores.
Y
and E
Y
respectively.
Given for 2012:
E
2012
I
2012
=0.7
I
2012
=1100 crores
So,
E
2012
=
0.7
I
2012
=
0.7
1100
=
7
11000
≈1571.43 crores
We are given that the combined exports of 2012 and 2013 is Rs. 5200 crores:
E
2012
+E
2013
=5200
E
2013
=5200−
7
11000
=
7
36400−11000
=
7
25400
crores
For 2013, the ratio of imports to exports is given as 0.8:
E
2013
I
2013
=0.8
I
2013
=0.8×E
2013
I
2013
=0.8×
7
25400
=
7
20320
≈2902.85 crores
Rounding off to the nearest whole integer, we get 2903 crores.