Spoiler for all we shared
Looks correct answer ........!!!
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16 October 2013 - 12:32 PM
Spoiler for all we sharedfill both 500 ml bowls. Place one of those bowls in the one liter bowl. Now all three bowls contain the same amount of water?
Looks correct answer ........!!!
15 October 2013 - 12:20 PM
It looks impossible unless it is a tricky question. Or there has to be some outside aid like markings on the Jars....?
Or it has to do something by tilting of jars to certain angle so that a specific amount of water comes out.....?
Guys these are three empty bowls A bowL is 500mil , B bowl is 1 Litre, C bowl is 500mil and there is one jar of 1litre water aprat from this 3 bowls so we have to pore water in such a manner in all 3 bowl should have same level of water also once so how will you solve?
24 September 2013 - 12:01 PM
Therefore g is an irrational number.
20 September 2013 - 12:49 PM
I think discussion so far might have not satisfied many learned friends. May be my explanation would clarify some doubts.
OP says that the couple has two kids, so obviously one will be younger and other elder.
Say couple sends elder kid to attend a function. Now what is the probability of this kid being a girl, if one kid is definitely a girl...?
I think you got it it now....!
Say younger is a girl, then there are two possibilities: elder may be a boy or a girl.
As bonanova stated correctly, OP does not specifies which kid is a girl. so younger kid could be a boy, so the third possibility is that elder could be a girl; here fourth possibility of elder being a boy, when younger is a boy, is ruled out because OP says that one kid is definitely a girl.
Now out of above three possibilities, there is only one possibility of both kids being girls.
So the answer is 1/3.
16 September 2013 - 03:02 PM
Calculating from back:
You come out paying $10 and balance with you becomes Zero.
So you had $5 before the amount was doubled.
So before paying entrance fee you had $15.
You had $15 when you came out of second arena, so you before coming out you had $25.
So you had $12.5 before the amount was doubled.
So before paying entrance fee you had $22.5.
When you came out of first arena you had $22.5.
So before leaving the first arena you had $32.5.
So when you came at the first arena (before doubling the amount) you had $16.25.
So before paying the entrance fee to enter the first arena you had $26.25.
Above remains true whether we go for wording of OP in any way.
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