Math questions from any Manhattan Prep GMAT Computer Adaptive Test.
hershpuri18885
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In a certain sequence, each term

by hershpuri18885 Mon Mar 25, 2013 12:11 am

In a certain sequence, each term, starting with the 3rd term, is found by multiplying the previous two terms. What is the difference between the 6th and 3rd terms in the sequence?

(1) The 1st term is equal to 8 times the 2nd term.

(2) The 4th term is equal to 1.


The answer is B...

They are asking for a difference...

First Term to Sixth
1..-1..-1...1...-1...1

Diff b/w 6th and 3rd is -1 -(-1)=0
_______________________
1/64...8...1/8...1...1/8....1/8...1/64...

Diff b/w 1/64-1/8=-7/64
------------------------

Hersh
hershpuri18885
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Re: In a certain sequence, each term

by hershpuri18885 Mon Mar 25, 2013 12:12 am

Hence two is insufficient.... right ??
RonPurewal
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Re: In a certain sequence, each term

by RonPurewal Mon Mar 25, 2013 2:32 am

hershpuri18885 Wrote:Diff b/w 1/64-1/8=-7/64
------------------------

Hersh


you're supposed to subtract (6th term - 3rd term), but the term in color here is actually the 7th term.
in other words, your approach is a reasonable way to investigate the problem -- but you have to be more careful about counting to six!

i'm not sure what "b/w" means, though (if that would change anything about what you wrote).
hershpuri18885
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Re: In a certain sequence, each term

by hershpuri18885 Wed Mar 27, 2013 9:53 am

aaahhhhhh... careless!!!!
by the way, b/w is between....

Thanks Ron...
jnelson0612
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Re: In a certain sequence, each term

by jnelson0612 Wed Mar 27, 2013 10:38 pm

:-)
Jamie Nelson
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