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Q #56
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Quants Question

Directions : These questions are based on the data given below.

Consider z = 2222^5555 + 5555^2222. Which of the following statements is/are true?

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Q #57
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Quants Question

Directions : These questions are based on the data given below.

I start counting numbers from 10 on my fingers, starting with my little finger and moving towards my thumb. On reaching the thumb, I count the next number on my fore finger, the next on my middle and so on, until 1 reach the little finger. The next number is then counted on the ring finger. If I count upto 99, then on which finger do I count 99.

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The counting of the numbers 10, 18, 26, 34, ….will be on the little finger. This follows an arithmetic progression. Any number that is counted on little finger is N, then N = 10 – (n – 1) 8. Where n = 1, 2, 3, ……. and so on. When n = 12, N = 98, i.e. the number 98 is counted on my little finger. Therefore The number 99 will be counted on ring finger.

Q #58
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Quants Question

Directions : These questions are based on the data given below.

A fortune teller has a unique way of predicting his customer’s prognosis. He has three parrots kept in three different cages. Each cage also has three cards with a single digit non zero number inscribed on every card. No two cards have the same number and no cage contains two cards with digits totaling ten. Further, the total of the three cards in the first cage is greater by two than the second cage and by four than the third cage. When a customer asks for a prognosis, the fortune teller lets out the three parrots which randomly pick out one card out of their respective cages. Before the prognosis is made, the fortune teller totals the digits on the three cards picked out and charges the customer the same number of rupees as the total of the cards. One day a customer paid seven rupees for his prognosis. What is the maximum possible that one cay pay?

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Q #59
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Quants Question

Directions : These questions are based on the data given below.

A salesman enters the quantity sold and the price into the computer. Both the numbers are two-digit numbers. Once, by mistake, both the numbers were entered with their digits interchanged. The total sales value remained the same, i.e. Rs. 1148, but the inventory reduced by 54. What is the actual quantity sold?

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Let the number of pieces sold be n and the price of each piece be p. Then total sales value, v, is given by pn, ? 1148 = pn. From the choices given in this question, rule out 56. Because 56 when reversed gives 65, which cannot be a factor of 1148. Try dividing 1148 by the first option, i.e. 82. The quotient is 14. Check that both, 82 and 14, when reversed give 28 and 41, whose product is 1148. Now we have identified the four numbers. We can now make use of the data that the inventory reduced by 54. Inventory is the quantify available in store. i.e. the remainder after having sold a certain number of pieces. If the inventory reduces by 54, it means that if actually x pieces are sold, then ON RECORD, (x + 54) pieces are sold. Observe that 82 and 28 differ by 54., So, if 28 is the actual number of pieces sold, then 82 is the value entered. It follows that if 51 was the actual price per piece, then it was entered as 14.

Q #60
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Quants Question

Directions : These questions are based on the data given below.

All the capital letters of the English alphabet from A to Z followed by the lower case letters from a to a are placed one in each slot, in 52 slots around a circle in clockwise direction. All the slots are counted in the clockwise direction starting with the slot containing A and, the letter in every fifth slot is removed. How many more slots will have letters left in them immediately after "m" is removed from its slot?

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