In what ratio should a given line be divided into two parts so thatthe area of the rectangle formed by

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Previous Question: The perimeter and the sum of the products of the sides of a triangle taken two at a time are denoted by P and Q respectively. What is the maximum value of Q in terms of P?

1) (P^2)/6
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4) (P^2)/4
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2) 40%
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(#M40016681) MBA question mensuration, geometry & co-ordinate geometry Keep an EYE

In what ratio should a given line be divided into two parts, so thatthe area of the rectangle formed by the two parts as the sides is themaximum possible?

1) 1:1
2) 1:4
3) 3:2
4) None of these: Asked In MBA (11 years ago); Unsolved; Is this Puzzle helpful? (2) (5) Submit Your Solution

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Latest MBA Aptitude Question SOLUTION: In what ratio should a given line be divided into two parts, so thatthe area of the rectangle formed by the two parts as the sides is themaximum possible?

1) 1:1
2)

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(#M40016681) MBA question mensuration, geometry & co-ordinate geometry Keep an EYE

In what ratio should a given line be divided into two parts, so thatthe area of the rectangle formed by the two parts as the sides is themaximum possible?

1) 1:1
2) 1:4
3) 3:2
4) None of these

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Latest MBA Aptitude Question SOLUTION: In what ratio should a given line be divided into two parts, so thatthe area of the rectangle formed by the two parts as the sides is themaximum possible? 1) 1:1 2)

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(#M40016681) MBA question mensuration, geometry & co-ordinate geometry Keep an EYE

In what ratio should a given line be divided into two parts, so thatthe area of the rectangle formed by the two parts as the sides is themaximum possible? 1) 1:1 2) 1:4 3) 3:2 4) None of these

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Latest MBA Aptitude Question SOLUTION: In what ratio should a given line be divided into two parts, so thatthe area of the rectangle formed by the two parts as the sides is themaximum possible?

1) 1:1
2)

In what ratio should a given line be divided into two parts, so thatthe area of the rectangle formed by the two parts as the sides is themaximum possible?

1) 1:1
2) 1:4
3) 3:2
4) None of these