Simply,
1st term = 100210 x 90021
= (10000 + 210) x (90000 + 21 )
= 9000000000 + 2100000 + 21 x 210 + 21x90000x10
2nd Term = 100021 x 90210
= (10000 + 21) x (90000 + 210 )
= 9000000000 + 2100000 x 10 + 21 x 210 + 21x90000
the bolded numbers are the same for both term so,eliminating bolted term from both side and rearranging we can get
1st term = 2100000 + 21 x 90000 + 21 x 90000 x 9
2nd term = 2100000 + 21 x 90000 + 2100000 x 9
eliminating again :
1st term = 1890000 x 9
2nd term = 2100000 x 9
Now it is easily perceivable that, Column B > Column A,
I think anybody knows easier way to solve this type of problem.
Normally I solve this type of problem, in the following way:
* firstly looking at the biggest number of each four: the column containing biggest number is the smaller column.
For example :
(1)Column A : 1060 x 120 Column B : 1020 x 160
Ans : Column B > Column A
(2)Column A : 10099 x 100 Column B : 10100 x 99
Ans : Column A > Column B
It is not the actual procedure but may be used as a quicker way to find the right answer.



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