Who gets more money?
There are two people eating bread. One of them has 5 loaves of bread; the other one has 3. They invited a third person to eat with them. They ate all 8 loaves of bread, and out of appreciation he gave them 8 cents.
How should they divide the money to be fair?
calculation-puzzle
add a comment |
There are two people eating bread. One of them has 5 loaves of bread; the other one has 3. They invited a third person to eat with them. They ate all 8 loaves of bread, and out of appreciation he gave them 8 cents.
How should they divide the money to be fair?
calculation-puzzle
Who gave away the 8 cents?
– hat
Dec 24 '18 at 16:16
@hat The third person I would think
– deep thought
Dec 24 '18 at 16:18
@hat the third person gave them money for thanks
– Dear
Dec 24 '18 at 16:58
Can you verify each man ate the same amount of bread?
– Longspeak
Dec 24 '18 at 20:51
add a comment |
There are two people eating bread. One of them has 5 loaves of bread; the other one has 3. They invited a third person to eat with them. They ate all 8 loaves of bread, and out of appreciation he gave them 8 cents.
How should they divide the money to be fair?
calculation-puzzle
There are two people eating bread. One of them has 5 loaves of bread; the other one has 3. They invited a third person to eat with them. They ate all 8 loaves of bread, and out of appreciation he gave them 8 cents.
How should they divide the money to be fair?
calculation-puzzle
calculation-puzzle
edited Dec 25 '18 at 9:34
Rand al'Thor
69k14229462
69k14229462
asked Dec 24 '18 at 16:08
DearDear
482
482
Who gave away the 8 cents?
– hat
Dec 24 '18 at 16:16
@hat The third person I would think
– deep thought
Dec 24 '18 at 16:18
@hat the third person gave them money for thanks
– Dear
Dec 24 '18 at 16:58
Can you verify each man ate the same amount of bread?
– Longspeak
Dec 24 '18 at 20:51
add a comment |
Who gave away the 8 cents?
– hat
Dec 24 '18 at 16:16
@hat The third person I would think
– deep thought
Dec 24 '18 at 16:18
@hat the third person gave them money for thanks
– Dear
Dec 24 '18 at 16:58
Can you verify each man ate the same amount of bread?
– Longspeak
Dec 24 '18 at 20:51
Who gave away the 8 cents?
– hat
Dec 24 '18 at 16:16
Who gave away the 8 cents?
– hat
Dec 24 '18 at 16:16
@hat The third person I would think
– deep thought
Dec 24 '18 at 16:18
@hat The third person I would think
– deep thought
Dec 24 '18 at 16:18
@hat the third person gave them money for thanks
– Dear
Dec 24 '18 at 16:58
@hat the third person gave them money for thanks
– Dear
Dec 24 '18 at 16:58
Can you verify each man ate the same amount of bread?
– Longspeak
Dec 24 '18 at 20:51
Can you verify each man ate the same amount of bread?
– Longspeak
Dec 24 '18 at 20:51
add a comment |
2 Answers
2
active
oldest
votes
They should
not divide it 5:3, as you might think, but rather 7:1.
The reason being
Although the first person provided 5 loaves and the second person 3, they each also ate some of their own loaves. If we assume they each ate an equal amount, then they each ate 8/3. So, the first person really provided 5 - 8/3 = 7/3, and the second person provided just 3 - 8/3 = 1/3. So, out of the 8 cents the third person gave, the first person should get 7 cents, and the second person 1.
Before the third person was going to join, one person was going to eat 5 loaves and the other 3 loaves. Why would the introduction of a third person mean they're going to eat the same amount? I'd expect the 5-loaf person to give 5/3 loaves, and the 3-loaf person 3/3 loaves. The ratio of bread given is then 5:3, as is the correct division of the money.
– MooseBoys
Dec 24 '18 at 21:26
@MooseBoys - On the other hand, maybe they were planning on eating four each. And if not, who says they gave 8/3 to the third guy. And where do they find three cent loaves of bread anyway! Perhaps there is a creative and funny alternative way to answer this question :-)
– deep thought
Dec 24 '18 at 21:38
add a comment |
really the answer is simple, given that the question is how should they divide the money to be fair? referring to the first 2 people, to which the first one contributed 5 loaves and the second 3 = 8 loaves and they decided to INVITE a third person which in gratitude gave them 8 cents. based on the only information that at the beginning were two people who together had 8 loaves and invited a third person and NEVER specified how much each one ate, but nevertheless if they specify that among the 3 they ate all 8 loaves and there is a gratification of 8 cents for the first 2 people. so each of the first person gets 1 cent for each bread contributed, the first person contributed 5 loaves of bread and 5 cents, the second person contributed 3 loaves of bread and 3 cents
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
Dec 24 '18 at 22:38
add a comment |
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2 Answers
2
active
oldest
votes
2 Answers
2
active
oldest
votes
active
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active
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votes
They should
not divide it 5:3, as you might think, but rather 7:1.
The reason being
Although the first person provided 5 loaves and the second person 3, they each also ate some of their own loaves. If we assume they each ate an equal amount, then they each ate 8/3. So, the first person really provided 5 - 8/3 = 7/3, and the second person provided just 3 - 8/3 = 1/3. So, out of the 8 cents the third person gave, the first person should get 7 cents, and the second person 1.
Before the third person was going to join, one person was going to eat 5 loaves and the other 3 loaves. Why would the introduction of a third person mean they're going to eat the same amount? I'd expect the 5-loaf person to give 5/3 loaves, and the 3-loaf person 3/3 loaves. The ratio of bread given is then 5:3, as is the correct division of the money.
– MooseBoys
Dec 24 '18 at 21:26
@MooseBoys - On the other hand, maybe they were planning on eating four each. And if not, who says they gave 8/3 to the third guy. And where do they find three cent loaves of bread anyway! Perhaps there is a creative and funny alternative way to answer this question :-)
– deep thought
Dec 24 '18 at 21:38
add a comment |
They should
not divide it 5:3, as you might think, but rather 7:1.
The reason being
Although the first person provided 5 loaves and the second person 3, they each also ate some of their own loaves. If we assume they each ate an equal amount, then they each ate 8/3. So, the first person really provided 5 - 8/3 = 7/3, and the second person provided just 3 - 8/3 = 1/3. So, out of the 8 cents the third person gave, the first person should get 7 cents, and the second person 1.
Before the third person was going to join, one person was going to eat 5 loaves and the other 3 loaves. Why would the introduction of a third person mean they're going to eat the same amount? I'd expect the 5-loaf person to give 5/3 loaves, and the 3-loaf person 3/3 loaves. The ratio of bread given is then 5:3, as is the correct division of the money.
– MooseBoys
Dec 24 '18 at 21:26
@MooseBoys - On the other hand, maybe they were planning on eating four each. And if not, who says they gave 8/3 to the third guy. And where do they find three cent loaves of bread anyway! Perhaps there is a creative and funny alternative way to answer this question :-)
– deep thought
Dec 24 '18 at 21:38
add a comment |
They should
not divide it 5:3, as you might think, but rather 7:1.
The reason being
Although the first person provided 5 loaves and the second person 3, they each also ate some of their own loaves. If we assume they each ate an equal amount, then they each ate 8/3. So, the first person really provided 5 - 8/3 = 7/3, and the second person provided just 3 - 8/3 = 1/3. So, out of the 8 cents the third person gave, the first person should get 7 cents, and the second person 1.
They should
not divide it 5:3, as you might think, but rather 7:1.
The reason being
Although the first person provided 5 loaves and the second person 3, they each also ate some of their own loaves. If we assume they each ate an equal amount, then they each ate 8/3. So, the first person really provided 5 - 8/3 = 7/3, and the second person provided just 3 - 8/3 = 1/3. So, out of the 8 cents the third person gave, the first person should get 7 cents, and the second person 1.
answered Dec 24 '18 at 16:23
deep thoughtdeep thought
2,9821734
2,9821734
Before the third person was going to join, one person was going to eat 5 loaves and the other 3 loaves. Why would the introduction of a third person mean they're going to eat the same amount? I'd expect the 5-loaf person to give 5/3 loaves, and the 3-loaf person 3/3 loaves. The ratio of bread given is then 5:3, as is the correct division of the money.
– MooseBoys
Dec 24 '18 at 21:26
@MooseBoys - On the other hand, maybe they were planning on eating four each. And if not, who says they gave 8/3 to the third guy. And where do they find three cent loaves of bread anyway! Perhaps there is a creative and funny alternative way to answer this question :-)
– deep thought
Dec 24 '18 at 21:38
add a comment |
Before the third person was going to join, one person was going to eat 5 loaves and the other 3 loaves. Why would the introduction of a third person mean they're going to eat the same amount? I'd expect the 5-loaf person to give 5/3 loaves, and the 3-loaf person 3/3 loaves. The ratio of bread given is then 5:3, as is the correct division of the money.
– MooseBoys
Dec 24 '18 at 21:26
@MooseBoys - On the other hand, maybe they were planning on eating four each. And if not, who says they gave 8/3 to the third guy. And where do they find three cent loaves of bread anyway! Perhaps there is a creative and funny alternative way to answer this question :-)
– deep thought
Dec 24 '18 at 21:38
Before the third person was going to join, one person was going to eat 5 loaves and the other 3 loaves. Why would the introduction of a third person mean they're going to eat the same amount? I'd expect the 5-loaf person to give 5/3 loaves, and the 3-loaf person 3/3 loaves. The ratio of bread given is then 5:3, as is the correct division of the money.
– MooseBoys
Dec 24 '18 at 21:26
Before the third person was going to join, one person was going to eat 5 loaves and the other 3 loaves. Why would the introduction of a third person mean they're going to eat the same amount? I'd expect the 5-loaf person to give 5/3 loaves, and the 3-loaf person 3/3 loaves. The ratio of bread given is then 5:3, as is the correct division of the money.
– MooseBoys
Dec 24 '18 at 21:26
@MooseBoys - On the other hand, maybe they were planning on eating four each. And if not, who says they gave 8/3 to the third guy. And where do they find three cent loaves of bread anyway! Perhaps there is a creative and funny alternative way to answer this question :-)
– deep thought
Dec 24 '18 at 21:38
@MooseBoys - On the other hand, maybe they were planning on eating four each. And if not, who says they gave 8/3 to the third guy. And where do they find three cent loaves of bread anyway! Perhaps there is a creative and funny alternative way to answer this question :-)
– deep thought
Dec 24 '18 at 21:38
add a comment |
really the answer is simple, given that the question is how should they divide the money to be fair? referring to the first 2 people, to which the first one contributed 5 loaves and the second 3 = 8 loaves and they decided to INVITE a third person which in gratitude gave them 8 cents. based on the only information that at the beginning were two people who together had 8 loaves and invited a third person and NEVER specified how much each one ate, but nevertheless if they specify that among the 3 they ate all 8 loaves and there is a gratification of 8 cents for the first 2 people. so each of the first person gets 1 cent for each bread contributed, the first person contributed 5 loaves of bread and 5 cents, the second person contributed 3 loaves of bread and 3 cents
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
Dec 24 '18 at 22:38
add a comment |
really the answer is simple, given that the question is how should they divide the money to be fair? referring to the first 2 people, to which the first one contributed 5 loaves and the second 3 = 8 loaves and they decided to INVITE a third person which in gratitude gave them 8 cents. based on the only information that at the beginning were two people who together had 8 loaves and invited a third person and NEVER specified how much each one ate, but nevertheless if they specify that among the 3 they ate all 8 loaves and there is a gratification of 8 cents for the first 2 people. so each of the first person gets 1 cent for each bread contributed, the first person contributed 5 loaves of bread and 5 cents, the second person contributed 3 loaves of bread and 3 cents
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
Dec 24 '18 at 22:38
add a comment |
really the answer is simple, given that the question is how should they divide the money to be fair? referring to the first 2 people, to which the first one contributed 5 loaves and the second 3 = 8 loaves and they decided to INVITE a third person which in gratitude gave them 8 cents. based on the only information that at the beginning were two people who together had 8 loaves and invited a third person and NEVER specified how much each one ate, but nevertheless if they specify that among the 3 they ate all 8 loaves and there is a gratification of 8 cents for the first 2 people. so each of the first person gets 1 cent for each bread contributed, the first person contributed 5 loaves of bread and 5 cents, the second person contributed 3 loaves of bread and 3 cents
really the answer is simple, given that the question is how should they divide the money to be fair? referring to the first 2 people, to which the first one contributed 5 loaves and the second 3 = 8 loaves and they decided to INVITE a third person which in gratitude gave them 8 cents. based on the only information that at the beginning were two people who together had 8 loaves and invited a third person and NEVER specified how much each one ate, but nevertheless if they specify that among the 3 they ate all 8 loaves and there is a gratification of 8 cents for the first 2 people. so each of the first person gets 1 cent for each bread contributed, the first person contributed 5 loaves of bread and 5 cents, the second person contributed 3 loaves of bread and 3 cents
edited Dec 25 '18 at 8:40
Mohammad Zuhair Khan
1336
1336
answered Dec 24 '18 at 19:05
LeonardoLeonardo
1
1
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
Dec 24 '18 at 22:38
add a comment |
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
Dec 24 '18 at 22:38
2
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
Dec 24 '18 at 22:38
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
Dec 24 '18 at 22:38
add a comment |
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Who gave away the 8 cents?
– hat
Dec 24 '18 at 16:16
@hat The third person I would think
– deep thought
Dec 24 '18 at 16:18
@hat the third person gave them money for thanks
– Dear
Dec 24 '18 at 16:58
Can you verify each man ate the same amount of bread?
– Longspeak
Dec 24 '18 at 20:51