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Off Topic Off Topic - General non-Corvette related discussion. |
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07-01-2012, 5:18pm | #21 | ||||||
Dorkapottamus
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07-01-2012, 5:19pm | #22 | ||||||
Sparkles Flambeaux
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07-01-2012, 5:26pm | #23 | ||||||
Dorkapottamus
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07-01-2012, 5:27pm | #24 | ||||||
Sparkles Flambeaux
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07-01-2012, 5:28pm | #25 | ||||||
Dorkapottamus
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DAB, you and ZipZap are tied at 2 each. The recycled cups puzzle is the only one remaining. You were very close with your answer.
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07-01-2012, 5:29pm | #26 | ||||||
Sparkles Flambeaux
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07-01-2012, 5:29pm | #27 | ||||||
Dorkapottamus
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07-01-2012, 5:32pm | #28 | ||||||
Sparkles Flambeaux
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1. A recycling factory makes its own paper cups for canteen use. It can make one cup from nine used ones. If it has 961 used cups. How many new ones can it possibly make?
961 to start. 9 old=1 new 106 (use 954, 7 left over) 113 old: 12 new, 5 left over 17 old: 1 new, 8 left over 9 old: 1 new. done. 106+12+1+1=120 new cups. |
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07-01-2012, 5:32pm | #29 | ||||||
Sparkles Flambeaux
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07-01-2012, 5:38pm | #30 | |||||||
Dorkapottamus
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Quote:
Thanks, everybody, for playing! |
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The Following User Says Thank You to lspencer534 For This Useful Post: |
07-01-2012, 6:19pm | #31 | ||||||
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Island14 Cardio Team
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2Red + 2Blue =100
3Red + 1Ball = 145 1Red + 1Blue + 2Ball = 100 Use the second equation to get 1Ball = (145 - 3Red) Substitute for Ball in equation 3 to get 1Red + 1 Blue + 290 - 6 Red = 100 so, 5Red - 1Blue = 190 or 1Blue = 5Red - 190 Then, substitute for Blue in equation1 to get 2Red + 10Red -380 = 100 so, 12Red = 480. 1Red = 40. Once you have that, then just plug into equations 1 & 2 to get Blue and Ball. |
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07-01-2012, 6:47pm | #32 | ||||||
Dorkapottamus
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QUOTE=ZipZap;700816]2Red + 2Blue =100
3Red + 1Ball = 145 1Red + 1Blue + 2Ball = 100 Use the second equation to get 1Ball = (145 - 3Red) Substitute for Ball in equation 3 to get 1Red + 1 Blue + 290 - 6 Red = 100 so, 5Red - 1Blue = 190 or 1Blue = 5Red - 190 Then, substitute for Blue in equation1 to get 2Red + 10Red -380 = 100 so, 12Red = 480. 1Red = 40. Once you have that, then just plug into equations 1 & 2 to get Blue and Ball.[/QUOTE] Thank you! |
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07-01-2012, 6:49pm | #33 | |||||||
Sparkles Flambeaux
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07-01-2012, 6:55pm | #34 | ||||||
Dorkapottamus
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07-01-2012, 6:57pm | #35 | ||||||
Sparkles Flambeaux
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07-01-2012, 6:59pm | #36 | ||||||
Dorkapottamus
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07-01-2012, 7:01pm | #37 | ||||||
Sparkles Flambeaux
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07-01-2012, 7:44pm | #38 | ||||||
Dorkapottamus
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07-01-2012, 7:48pm | #39 | ||||||
Sparkles Flambeaux
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