MBA Exam

There are two Arithmetic Progressions A and B such that their nth terms are given by An = 101 + 3(n – 1) andBn = 150 + (n – 1), where n is the set of natural numbers. The first 50 terms of A and B are written alternately i.e. A1B1A2B2…..A50B50. What is the remainder when the number so formed is divided by 11?

1) 0
2) 1
3) 9
4) 10

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MBA Other Question

there are two pockets, each containing 3 coins of diff denominations which are in AP and total value of coins in each pocket is Rs 21. the common diff of the first set of coins is greater than that of second set by 1,and the product of the first set is the product of the second set as 8 to 9. find the value of the coin of largest denominations,among six coins??

1) 9
2) 10
3) 11
4) 8
a tree of height 36 m is on edge of the road, because of the wind a part of tree fall and touches the other side of the road..the road is 12 m wide then what will be the height of the broken part?

1) 20
2) 16
3) 37
4) 40