Latest MBA Aptitude Question SOLUTION: A rectangular piece of paper is folded in such a way that one pair of diagonally opposite vertices coincide. If the dimensions of the rectangle is 40 cm Ã— 30 cm, then find the

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Previous Question: we are given with n things, total number of ways of selection?????(there is no given condition about how many objects we should select)

1) 2^n
2) n^2+1
3) n*n
4) n+1
Next Question: Each root of the equation ax^3 â€“ 7x^2 + cx + 231 = 0 is an integer. One of the roots is -1/2 times the sum of the other two roots. What is the sum of all the possible values of a? [plz share ur valuable approach]

1) 17
2) -7
3) -17
4) None of these

(#M40016530) MBA question mensuration, geometry & co-ordinate geometry Keep an EYE

A rectangular piece of paper is folded in such a way that one pair of diagonally opposite vertices coincide. If the dimensions of the rectangle is 40 cm Ã— 30 cm, then find the length of the crease (fold).

1) sqrt(2100) cm
2) 75 sqrt(3)
3) 37.5 cm
4) 60 sqrt(3) cm: Asked In MBA (11 years ago); Unsolved; Is this Puzzle helpful? (0) (0) Submit Your Solution

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Previous Question: we are given with n things, total number of ways of selection?????(there is no given condition about how many objects we should select)

1) 2^n
2) n^2+1
3) n*n
4) n+1
Next Question: Each root of the equation ax^3 â€“ 7x^2 + cx + 231 = 0 is an integer. One of the roots is -1/2 times the sum of the other two roots. What is the sum of all the possible values of a? [plz share ur valuable approach]

1) 17
2) -7
3) -17
4) None of these

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