[Archive!] Pure mathematics, physics, chemistry, etc.: brain-training problems not related to trade in any way - page 397

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Exactly, if the very one, that means three different ages, a hint that they all have different ages.
Oh, I see,
Since the redhead part is too much, please tell me how to write it correctly, so that it is clear that there is only one younger child and the rest is unknown.
I apologise to those who have made the assumption that they are all of different ages.
Oh, I see,
Since the redhead part is too much, please tell me how to write it correctly, so that it is clear that there is only one youngest child and the rest is unknown.
I apologise to those who have made the assumption that they are all of different ages.
A better way would have been "but the youngest one is...".
;)
so that it is clear that there is only one younger child and the rest is unknown.
Already contradicts
Oh, I see,
Since the redhead part is too much, please tell me how to write it correctly, so that it is clear that there is only one younger child and the rest is unknown.
I apologise to those who have made the assumption that they are all of different ages.
MinimalAgeValuesCount=1;
"My youngest is a redhead" is correctly spelt. Definitely the youngest one, and it's not clear about the older ones, they could be different ages, they could be the same.
The youngest is the youngest.
If the ages are 2, 2, 7, then no 2-year-old fits the condition.
Similarly, if 1, 5, 5, then 1 is not the youngest but just the youngest.
But at 1, 3, 5, a child of age 1 is the youngest.
It seems to me that, based on the conditions that are formulated, given the individuals who are capable of being interested in beer, there is only one solution. There are two possible options left before the third question, but the third question discards the option with age matches.
I won't tell you the answer just yet, torture yourself. Integer seems to have exhausted himself.
The youngest is the youngest.
If the ages are 2, 2, 7, then no 2 year old fits this condition.
Similarly, if 1, 5, 5, then 1 is not the youngest, just the youngest.
But at 1, 3, 5, a child of age 1 is the youngest.
It seems to me that, based on the conditions that are formulated, given the individuals who are capable of being interested in beer, there is only one solution. There are two possible options left before the third question, but the third question discards the age-matched option.
I won't say the answer yet, torture yourself.
Here's more of Newton's Binom... (c) Piggyback.
;)
For a request for a remodelling it is suitable " junior " . This is enough to fulfil "there is a youngest child, the rest is unknown".
But there is a contradiction in the request as written, only a contradiction with the rest not known
раз уж с моментом про рыжую пошел перебор, то прошу подсказать, как правильно написать, чтобы было ясно, что есть только один младший ребенок, а остальное - неизвестно.
MinimalAgeValuesCount=1;
"My youngest is a redhead" is correct. The youngest is definitely the youngest alone, but the older ones are not clear - they may be of different ages, they may be the same.
Choosing between the youngest and the youngest
--------------------------------------------------
JUNIOR
we know there are three, so it could be junior, middle, eldest or youngest and eldest
----------------------------------------------------
JUNIOR
we know there are three, so we can rule out the oldest one
Oh, I see,
Since the redhead part is too much, please tell me how to write it correctly, so that it is clear that there is only one youngest child and the rest is unknown.
I apologise to those who have made the assumption that they are all of different ages.
Mathemat 16.09.2010 19:37 - good point.
Then it should be said - "the younger redhead".
The choice is between the youngest and the youngest
--------------------------------------------------
JUNIOR
we know there are three, so it could be Junior, Middle, Senior or Junior and Sr.
----------------------------------------------------
JUNIOR
We know it's three, so we have to rule out the older ones.
It's a sin to get into a rush.
;)