MBA Exam Numerical Ability Geometry

ABC is an equilateral triangle. Point D is on AC and Point E is on BC, such that AD=2CD and CE=EB. If we draw perpendiculars from D and E to other two sides and find the sum of the length of two perpendiculars for each set, that is, for D and E individually and denote them as per (D) and per(E), then which of the following option will be correct.

1) per (D) > per (E)
2) per (D) = per (E)
3) per (D) < per (E)
4) None of these
5) Cannot be determined

Read Solution (Total 2)

MBA Other Question

How many integral values of ‘x’ satisfy the inequality, where [x] is the greatest integer less than x?|[|[x+3.2]|]| <= 5Please go through ALL the comments on this question before tagging me, and saying that my solution is wrong.

1) 11
2) 12
3) 13
4) 14
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1) 0
2) 2
3) 8
4) 9