Tale of the Cave

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Author Topic: Lateral Thinking Game  (Read 4552 times)

OnewingedDragon

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Re: Lateral Thinking Game
« Reply #180 on: January 28, 2008, 11:43:02 PM »
Actually Mike, you're wrong, Alex is right. Here's how it works.

N+1 (with N representing the types of ogre-fighters). If the swordsmith had pulled out two or three, he might have picked one of each type. Since he only had three types of weapons, with four he would have at least two of one type. He had three types of weapons and so N=3. 3+1=4

I'll post the next one tomorrow.
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RedAxie

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Re: Lateral Thinking Game
« Reply #181 on: January 28, 2008, 11:45:17 PM »
Zing.
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Mike Caron

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Re: Lateral Thinking Game
« Reply #182 on: January 29, 2008, 12:29:32 AM »
... Oh, I see. They each wanted one weapon, but they had to be the same. I misread the question as "Each wants two weapons, because they're badass"

OnewingedDragon

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Re: Lateral Thinking Game
« Reply #183 on: January 29, 2008, 01:52:05 AM »
Understandable mistake.

Ah well, it's tomorrow somewhere.



The king's only children, Abel, Benjamin and Paula, went into the forest with their friend, the elderly Sir Kay. They wanted to try their skill with their bows and arrows. Each of them started with the same number of arrow. When all the arrows had been shot, it was discovered that:

1. Sir Kay brought down more game than Princess Paula
2. Prince Benjamin captured more than Sir Kay.
3. Princess Paula's arrows went truer than Prince Abel's.

Who was the best Marksman that day?
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RedAxie

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Re: Lateral Thinking Game
« Reply #184 on: January 29, 2008, 02:03:46 AM »
Benjamin > Sir Kay > Paula > Abel

So it was Benjamin.
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OnewingedDragon

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Re: Lateral Thinking Game
« Reply #185 on: January 30, 2008, 12:35:01 AM »
The clumsy apprentice of wealthy Arabian merchant uncorked the jar in which a genie had been imprisoned for many years,. Free at last, the genie looked about the Arab's shop to see what mischief he could make. he could, of course, had destroyed the merchants shop or even killed the merchant, but he quickly realized that the merchant valued his money much more than his life!

 Seizing the merchant's gold, he hid it at the bottom of hue earthen olive jar. Then be brought in eight identical olive jars and placed 3 pound weights in all nine jars. Last, he filled the jars with olives and sealed them securely.

 When the merchant became distraught at his loss, the genie revealed what he had done adn agreed to give the merchant back his wealth if he could guess which jar held the gold. The genie would not let him open any of the jars. he could only weigh them. the catch? He could only use the scale three times.

 The merchant owned a balance scale with pans on each side. How did he identify the jar with the gold?
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CloudStrife

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Re: Lateral Thinking Game
« Reply #186 on: January 30, 2008, 03:01:43 PM »
Well... i think that if its an olive jar he could see the gold but i think that he was going to weigh the ones that seemed heavier in his hands.
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RedAxie

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Re: Lateral Thinking Game
« Reply #187 on: January 30, 2008, 03:05:14 PM »
You can't see through the jar.
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CloudStrife

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Re: Lateral Thinking Game
« Reply #188 on: January 30, 2008, 03:25:59 PM »
He could have dropped it and which one spilled out the gold would be the one to pick. I know thats not the answer though.
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ScienceFair

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Re: Lateral Thinking Game
« Reply #189 on: January 30, 2008, 03:59:52 PM »
Um... first weighing... weigh 8 of them 4 on each side.  If they weigh the same then the one you didn't weigh is the jar with the gold .

Failing that
Next... take the side that was heavier split the 4 into 2 on each side.

Next... Take the side that was heavier split the 2 into 1 on each side, heaviest one has the gold.

So he knows where the gold is after either 1 weighing or after 3.
Either I'm right or I didn't understand your question.
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