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(#M40003280) OTHERS QUESTION Permutation and Combinations Keep an EYE Keep an eye puzzle Keep an eye puzzle

How many numbers of 4 digits can be formed using integers from 0 to 7 if no digit is to occur more than once in any number?

Options:
1)1470
2)390
3)630
4)560

Asked In Others PREETHI (14 years ago)
Unsolved Read Solution (2)
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(#M40002752) OTHERS QUESTION Four numbers Keep an EYE Keep an eye puzzle Keep an eye puzzle

Four whole numbers - a, b, c and d are
such that -
1. ( a + b + c + d ) is a perfect square
2. ( a + b ), ( a + c ), ( a + d ), ( b + c ) , ( b + d ) and ( c + d ) are also each a perfect square.
what are the smallest values for a, b, c and d ?

Asked In Others (14 years ago)
Unsolved Read Solution (1)
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(#M40002121) OTHERS QUESTION Keep an EYE Keep an eye puzzle Keep an eye puzzle

I give you 3 digits and a result and you must put all the signs necessary to restore the equality.

I give you an example. The remainder you solve by yourself.

2 + 2 + 2 = 6

Easy! Isn't this? It is the same for the remainder.

1 1 1 = 6

2 2 2 = 6

3 3 3 = 6

4 4 4 = 6

5 5 5 = 6

6 6 6 = 6

7 7 7 = 6

8 8 8 = 6

9 9 9 = 6
i poste answer tommorow

Asked In Others priyank mehta (14 years ago)
Unsolved Read Solution (4)
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(#M40001461) OTHERS QUESTION aptitute Keep an EYE Keep an eye puzzle Keep an eye puzzle

if any one knows any simple trick to solve this question ..plz tell me.solve it without using calci...
(27/9)^2*((399/39) /(41/899))

Solution
(27/9)^2 = 3^2 = 9
(399/39)/(41/899) = (400/40)/(40/900) = 10*90/4 = 225
s0 9 * 225 = 2025
this answer is approx.

Like manish sir answer on facebook.

Asked In Others sanjeev (14 years ago)
Solved Read Solution (1)
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(#M40001354) OTHERS QUESTION queen Keep an EYE Keep an eye puzzle Keep an eye puzzle

Notwithstanding all the struggle and strife looming large, the kings in this region never seem to care less for they never would give a second of their entertainment. In Phrygia for example, a game borrowed from the kings of India, involved the use of women as pieces of the board game. The board was triangular and had n points in the nth line. The women had to be placed such that no two “queens” attacked each other, the same way they would if they were on a chess board (straight and diagonally).
Let g(n) = max no. of queens that could be placed on the n-triangle such that no two queens attacked each other.
Your task is to find the sum of g(n) for 2

Asked In Others anil kumar (14 years ago)
Unsolved Read Solution (1)
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(#M40000206) OTHERS QUESTION Keep an EYE Keep an eye puzzle Keep an eye puzzle

Complete the series 100,41.25,100, ?,100,73.75.

Asked In Others Naveen (14 years ago)
Solved revathi kondla Read Solution (4)
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(#M40000372) OTHERS QUESTION make 100 Keep an EYE Keep an eye puzzle Keep an eye puzzle

Use 1,2,3,4,5,6,7,8,9 in sequece
condition are use + - * / at least once
and do not use twice the digits only use all once
and the result should be equal to 100

Asked In Others (15 years ago)
Solved Vadivelan M Read Solution (7)
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(#M40000344) OTHERS QUESTION integration Keep an EYE Keep an eye puzzle Keep an eye puzzle

F(2)=3,F(5)=7 AND INTEGRATION OF F(X) FROM LIMIT 2 TO 5 IS 17 ........THEN WATS THE INTEGRATION VALUE OF F(inverse)X LIMIT FROM 3 TO 7 IS????

Asked In Others avinash reddy (15 years ago)
Solved swarnava bhattacharyya Read Solution (9)
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