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Home Forums Quantitative-Ability Alegebra Puzzle

discussion topic: Alegebra Puzzle

Showing 1 to 10 out of 10 Answers

2009-04-20 21:56:54
Message 1
  

This is not possible. Something should be wrong somewhere which I am not able to figure out

2009-04-22 00:13:31
Message 2
  

This isn't what I want.

2009-06-08 04:49:59
Message 3
  

it is we should not divide the equation by (x-y). in step 4 since x-y=0
we could divide only by a nonzero value.
so we got an absurd result 2=1.
hope u satisfied with this answer.

2010-01-30 20:42:06
Message 4
  

heracles is wrong..

he says: (x-y) can be cancelled out only wen they r variables.

i say:

1. (x-y) can be cancelled out only wen (x-y) is a const except wen (x-y)=0 coz      cancelling zero is not accepted. At the beginning, it is taken tht x=y, which means for all values of x and y, (x-y) =0.

2.
In expressions like x=xy, we shud not cancel x as it is a variable.

3. In exp like (x+y)(x-y)=(x-y)y, to cancel (x-y), not even one of x or y shud be a variable.

2010-09-18 18:35:04
Message 5
  

if x=y,then x-y=0,then how can we divide anything by 0 ? (which results infinity)... if this step is wrong then , theres no question arises in viewing the other steps ....
Enjoy !!!                                   

2010-12-15 16:30:37
Message 6
2010-12-17 12:56:45
Message 7
2010-12-18 04:17:29
Message 8
  

accutane >:((( acomplia 04650 xanax =)) tramadol 44680

2010-12-19 20:07:55
Message 9
2010-12-20 14:20:42
Message 10
Showing 1 to 10 out of 10 Answers

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