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Riddle me this: |
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| Feb19-09, 10:49 PM | #1 |
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Riddle me this:
Mary was working in a chemistry lab with a mixture of chemicals that was 90% water and weighed 20 pounds. After returning to the lab from a weekend break, she calculated the mixture was now 50% water. How much does the mixture now weigh? For purposes of this puzzle, assume the non-water part of the mixture was not affected by evaporation.
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| Feb19-09, 11:05 PM | #2 |
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Isn't there a brain teaser subforum here?
Anyway, x-other substance. y-water, x,y in pounds. 0.9(x+y)=20 10y/9=20 y=18 18*0.5=9=y First the mixture had 200/9 pounds after that it lost 11 pounds, so it weighs 200/9-11 or so I think, I myself just woke up an hour ago. (-: |
| Feb19-09, 11:21 PM | #3 |
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Can you show your equations?
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| Feb19-09, 11:40 PM | #4 |
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Riddle me this: |
| Feb19-09, 11:55 PM | #5 |
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In my sleep deprived state, I now have four pounds. lol.
10/9 x = 20 pounds x = 18 pounds 10/1 y = 20 pounds y = 2 pounds It says the non-water part was unaffected so that would mean the 2 pounds of non-water is still there, correct? Now, the mixture is 50% water or is a 1:1 ratio. Two pounds to two pounds? The mixture now weighs four pounds? |
| Feb20-09, 12:07 AM | #6 |
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At least I know your'e honest.
Ok, I'll try to find a way. 40 percent of the water evaporated meaning is gone, i.e 0.4*0.9 times 20/0.9 means 8 pounds were evaporated which means the water now weighs 12 pounds. As I said the whole compound weighs 20/0.9 so if it loses 8 pounds it still should weigh more than 12 pounds, or am I way off here. |
| Feb20-09, 12:10 AM | #7 |
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| Feb20-09, 11:56 AM | #8 |
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Assuming your going by weight and not by stoichiometry, I got 4 lbs.
That website is wrong. |
| Feb20-09, 12:09 PM | #9 |
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I remember these sorts of questions showing up in like 11th Grade Algebra or so, haha.
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| Feb20-09, 12:28 PM | #10 |
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| Feb20-09, 12:38 PM | #11 |
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Here's your mistake:
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| Feb20-09, 12:41 PM | #12 |
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If you go my moles of molecules instead of weight you will get a different answer do to the chemical and water having different densities.
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| Feb20-09, 02:31 PM | #13 |
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| Feb20-09, 02:38 PM | #14 |
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| Feb20-09, 03:23 PM | #15 |
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