Last weekend, Jonah and four of his friends had their first beach trip of the season. They left their home places at the same time planning to meet at noon, but because of different traffic everyone had a different amount of travel time. Everyone brought different supplies- however everybody brought their own towels and swim trunks.
- Jonah brought the cooler and had the longest drive, which was 30 minutes.
- Silas Lawrie didn’t bring live bait or sodas.
- Abner arrived before the man who brought the sandwiches and after the one who brought the ice.
- Mr. Haines, who didn’t bring the volleyball set, only needed to drive for five minutes, which was the shortest drive.
- The order of arrival is: the one who brought live bait, Mr. Shelby, Abner, the one who brought the volleyball set, Mr. Thomas.
- Glenn, whose last name isn’t Murray, didn’t bring the Frisbee.
- Rudy, who didn't arrive in 10 minutes, didn't bring sodas.
- The man who brought the snacks arrived 10 minutes after the one who brought the sun block but 10 minutes before the one who brought the fishing poles.
Determine each person’s full name, how long it took each to arrive, and what supplies each brought (disregarding the towels and the swim trunks.)
This only works given the following assumptions:
each brings two items with them.
the people referred to in 3 and 8 arrive consecutively.
Jonah Thomas arrived last (30 mins) bringing a cooler and a frisbee.
Silas Lawrie arrived 4rth (no time determined!) bringing the volleyball set and the sandwiches.
Abner Murray arrived 3rd (25 mins) bringing fishing poles and sodas.
Rudy Shelby arrived 2nd (15 mins) bringing ice and snacks.
Glenn Haines arrived 1st (5 mins) brining livebait and sunblock.
Given the assumptions and the fact that the time for Silas Lawrie cannot be determined beyond before the 30th minute but after the 25th minute I may have erred.
Did I err?
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Posted by Astilius
on 2014-12-19 09:35:27 |
Answer - No working
