Analytical - There are five letters A,B,C,D,E .Each represents a different number.(a) product of AB and CD

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There are five letters A,B,C,D,E .Each represents a different number.
(a) product of AB and CD is EEE.
(b) if AB is subtracted from the product E and CD then CC is result.
Now what is the code which represents the product of AB and D.

Total Answers and Comments: 5

Last Update: June 08, 2009

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Best Rated Answer

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Submitted by: kandukurisunil2005

The Product of AB and D is......BE.

if A=3, B=7, C=1, D=2 & E=4

1st Condition--product of AB and CD is EEE...37 * 12 = 444

2nd Condition--if AB is subtracted from the product E and CD then CC....

4 * 12 - 37 = 48 - 37 =11

now the

3rd Condition..The product of AB and D ...is BE

37 * 2 =74.

which is Nothing But BE.

Above answer was rated as good by the following members:
mithun_0524

July 19, 2005 01:54:41

Raj

RE: There are five letters A,B,C,D,E .Each represents a different number. (a) product of AB and CD ...

The product of AB and D is ABD (i.e. EEE/C)

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August 03, 2005 17:25:20

MOWGLI

RE: There are five letters A,B,C,D,E .Each represents a different number. (a) product of AB and CD ...

by hit n trial eee 444 > 444 37 * 12 (factors)

ab 37 cd 12
which satisfies the condition
e*cd-ab cc > 4*12-37 11 cc

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August 26, 2005 01:30:13

sonam

RE: There are five letters A,B,C,D,E .Each represents a different number. (a) product of AB and CD ...

answer of this question is BE
i dont know how it is.
but this is correct answer....

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0 1

Overall Rating: -1

June 25, 2006 02:53:51

gauravghai

RE: There are five letters A,B,C,D,E .Each represents ...

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June 08, 2009 02:53:52

kandukurisunil2005

Member Since: June 2009 Contribution: 4

RE: There are five letters A,B,C,D,E .Each represents a different number. (a) product of AB and CD is EEE. (b) if AB is subtracted from the product E and CD then CC is result.Now what is the code which represents the product of AB and D.

The Product of AB and D is......BE.

if A 3 B 7 C 1 D 2 & E 4

1st Condition--product of AB and CD is EEE...37 * 12 444

2nd Condition--if AB is subtracted from the product E and CD then CC....

4 * 12 - 37 48 - 37 11

now the

3rd Condition..The product of AB and D ...is BE

37 * 2 74.

which is Nothing But BE.

Is this answer useful? Yes | No

1 0

Overall Rating: +1

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