Who gets more money?

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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
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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
New contributor
Dear is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
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Who gave away the 8 cents?
– hat
yesterday
@hat The third person I would think
– deep thought
yesterday
@hat the third person gave them money for thanks
– Dear
yesterday
Can you verify each man ate the same amount of bread?
– Longspeak
yesterday
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
New contributor
Dear is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
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
New contributor
Dear is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
New contributor
Dear is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
edited 17 hours ago


Rand al'Thor
69k14228462
69k14228462
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asked yesterday
Dear
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Who gave away the 8 cents?
– hat
yesterday
@hat The third person I would think
– deep thought
yesterday
@hat the third person gave them money for thanks
– Dear
yesterday
Can you verify each man ate the same amount of bread?
– Longspeak
yesterday
add a comment |
Who gave away the 8 cents?
– hat
yesterday
@hat The third person I would think
– deep thought
yesterday
@hat the third person gave them money for thanks
– Dear
yesterday
Can you verify each man ate the same amount of bread?
– Longspeak
yesterday
Who gave away the 8 cents?
– hat
yesterday
Who gave away the 8 cents?
– hat
yesterday
@hat The third person I would think
– deep thought
yesterday
@hat The third person I would think
– deep thought
yesterday
@hat the third person gave them money for thanks
– Dear
yesterday
@hat the third person gave them money for thanks
– Dear
yesterday
Can you verify each man ate the same amount of bread?
– Longspeak
yesterday
Can you verify each man ate the same amount of bread?
– Longspeak
yesterday
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
yesterday
@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
yesterday
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
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Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
yesterday
add a comment |
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2 Answers
2
active
oldest
votes
2 Answers
2
active
oldest
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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
yesterday
@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
yesterday
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
yesterday
@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
yesterday
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 yesterday
deep thought
2,6111734
2,6111734
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
yesterday
@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
yesterday
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
yesterday
@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
yesterday
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
yesterday
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
yesterday
@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
yesterday
@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
yesterday
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
New contributor
Leonardo is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
yesterday
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
New contributor
Leonardo is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
yesterday
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
New contributor
Leonardo is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
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
New contributor
Leonardo is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
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edited 17 hours ago


Mohammad Zuhair Khan
1125
1125
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answered yesterday
Leonardo
1
1
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Leonardo is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
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New contributor
Leonardo is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
Leonardo is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
yesterday
add a comment |
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
yesterday
2
2
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
yesterday
Please see meta.stackexchange.com/questions/13676/… regarding non-English language posts on stackexchange websites.
– Nick Kennedy
yesterday
add a comment |
Dear is a new contributor. Be nice, and check out our Code of Conduct.
Dear is a new contributor. Be nice, and check out our Code of Conduct.
Dear is a new contributor. Be nice, and check out our Code of Conduct.
Dear is a new contributor. Be nice, and check out our Code of Conduct.
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Who gave away the 8 cents?
– hat
yesterday
@hat The third person I would think
– deep thought
yesterday
@hat the third person gave them money for thanks
– Dear
yesterday
Can you verify each man ate the same amount of bread?
– Longspeak
yesterday