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Re: A jar contains 100 glass beads, of which 56 are pink and 44 are blue. [#permalink]
Tulkin987 wrote:

Missed this one. Get your kudos!


Thank You !
I write answers so that if i miss something or make some mistakes other test takers and experts can help me get better.
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Re: A jar contains 100 glass beads, of which 56 are pink and 44 are blue. [#permalink]
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dkumar2012 wrote:
Bunuel wrote:
A jar contains 100 glass beads, of which 56 are pink and 44 are blue. If 24 beads are removed from the jar, how many of the beads remaining are blue?

(1) After the 24 beads are removed, the number of pink beads remaining in the bag equals the number of blue beads remaining in the bag.
(2) Of the beads removed, the ratio of the number of pink beads to the number of blue beads is 3 to 1.


Ans: D
given: 56p and 44b total 100
needs to find out how many are blue after 24 beads removed.

Statement 1: after 24 removed p=b so 100-24= 76 ; and 76/2= 38 ; so p and b are 38nos. (suffi)
Statement 2: after24 removed p:b=3:1 so p= 3b now p+b =76 ; 4b=76 ; b=19 (suffi)

Both stat alone sufficient to ans
Ans: D



hi kumar

the 2nd statement says that of the 24 beads removed, the ratio is 3:1 and not of the remaining ones.
so the equation will be 4b=24; b=6; p=18.
so there will be 44-6 = 38 blue beads in the bag.
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Re: A jar contains 100 glass beads, of which 56 are pink and 44 are blue. [#permalink]
MikeHelios wrote:
hi kumar

the 2nd statement says that of the 24 beads removed, the ratio is 3:1 and not of the remaining ones.
so the equation will be 4b=24; b=6; p=18.
so there will be 44-6 = 38 blue beads in the bag.


Thank you for pointing out.. misinterpreted this one...
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Re: A jar contains 100 glass beads, of which 56 are pink and 44 are blue. [#permalink]
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