ITT we ask easy riddles/questions that people screw up
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Re: ITT we ask easy riddles/questions that people screw up
May as well post the famous Monty Hall problem (if you haven't heard this before, don't cheat -- it's a fun problem):
You are in a game show and three doors stand before you. The host tells you that behind those doors will be two goats and a brand new sports car. The host knows which prize is behind which door, and the prizes never change positions once the game has started.
You get to point to a door of your choice. But instead, the host opens *another* door revealing a goat behind it. The host then gives you a choice. You can either continue onward and open the door you initially chose/pointed to, or you can open the other door that hasn't been opened yet.
Do you stay or switch and why?Comment
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Re: ITT we ask easy riddles/questions that people screw up
Riddle me this: Is it possible to build a house which has all windows facing south?
easier riddle my prof asked earlier this weekComment
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Re: ITT we ask easy riddles/questions that people screw up
CongratsYes, he's right.
Three people sharing in 8 loaves = 8/3 loaves per person.
Traveler one is giving up 5-8/3 = 2.33333 loaves
Traveler two is giving up 3-8/3 = 0.33333 loaves
In other words, traveler one is contributing a relative 7 times the amount of bread than traveler 2 is. Therefore he should get 7 times the compensation.
7x+x = 8, 8x = 8, x = 1
Give 1 coin to traveler 2, and 8-1=7 coins to traveler 1
And Flipsta, that picture continues to give me problems. I can look at it for minutes and think that squares A and B must be different colours, but then I put the 2 squares side by side, and they look alike, and to further compare,
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Re: ITT we ask easy riddles/questions that people screw up
I would switch because during the first choice, you had a 1/3 chance of winning the car. When the host reveals one of the goats, your chances are now up to 2/3 if you switch i would think since the prizes never changes position.May as well post the famous Monty Hall problem (if you haven't heard this before, don't cheat -- it's a fun problem):
You are in a game show and three doors stand before you. The host tells you that behind those doors will be two goats and a brand new sports car. The host knows which prize is behind which door, and the prizes never change positions once the game has started.
You get to point to a door of your choice. But instead, the host opens *another* door revealing a goat behind it. The host then gives you a choice. You can either continue onward and open the door you initially chose/pointed to, or you can open the other door that hasn't been opened yet.
Do you stay or switch and why?
I don't know. I'm pretty bad at riddles xDLast edited by i love you; 01-19-2012, 12:41 PM.===============================
The idea that RDCP 3 may come out in the future is a fun thought to have~
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Re: ITT we ask easy riddles/questions that people screw up
Two trains, 160 miles away, are approaching each other from opposite directions: one going 30 mph and the other going 50 mph. Starting at the first train (one that's going 30 mph), the fly travels 70 mph to the other train, turns around and travels 70 mph back to the first train. It repeats this process until the trains collide and the fly dies. How many miles did the fly travel before its death?Comment
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Re: ITT we ask easy riddles/questions that people screw up
I feel I am missing something here, but here I go anyway.Two trains, 160 miles away, are approaching each other from opposite directions: one going 30 mph and the other going 50 mph. Starting at the first train (one that's going 30 mph), the fly travels 70 mph to the other train, turns around and travels 70 mph back to the first train. It repeats this process until the trains collide and the fly dies. How many miles did the fly travel before its death?
The trains collide in 2 hours. The fly goes at 70 mph. So it travels 140 miles.Comment
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Re: ITT we ask easy riddles/questions that people screw up
Or, like I said, if you actually use math for real world problems rather than just an exercise. I'm going to go ahead and assume you haven't.
Anyone who has any amount of experience with multiple programming languages, programming for multiple environments (porting/etc...), or even just different compilers for the same language can tell you that different languages and even different compilers of the same language can interpret things differently and not necessarily mathematically-speaking strictly correctly. To avoid problems, if in doubt, parentheses it out.
Alternately, if you're working with other people in some manner with calculations (scientists, engineers, business folks, government, etc...) you will want to be as clear as possible as even a single digit of error can be disastrous for real-world projects. Just because it is obvious to you does not mean it will be to others.
Sorry if this reeks of snark but so did your implication.
If you have access to both a TI-85 and a TI-86 try it on both -- they provide different answers. Case in point.sigpicOriginally posted by Crashfan3Man, what would we do without bored rednecks?Comment
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Re: ITT we ask easy riddles/questions that people screw up
I first heard this riddle in the movie 23 21.. still don't quite understand the whole concept of variable change but I like the idea of it.May as well post the famous Monty Hall problem (if you haven't heard this before, don't cheat -- it's a fun problem):
You are in a game show and three doors stand before you. The host tells you that behind those doors will be two goats and a brand new sports car. The host knows which prize is behind which door, and the prizes never change positions once the game has started.
You get to point to a door of your choice. But instead, the host opens *another* door revealing a goat behind it. The host then gives you a choice. You can either continue onward and open the door you initially chose/pointed to, or you can open the other door that hasn't been opened yet.
Do you stay or switch and why?Last edited by Sweet_Feet; 01-19-2012, 12:53 PM.Comment
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Originally posted by Spenner(^)> peck peck says the heelsOriginally posted by Xx{Midnight}xXAnd god made ben, and realized he was doomed to miss. And said it was good.Originally posted by Zakvvv666awww :< crushing my dreams; was looking foward to you attempting to shoot yourself point blank and missing
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Re: ITT we ask easy riddles/questions that people screw up
Two trains, 160 miles away, are approaching each other from opposite directions: one going 30 mph and the other going 50 mph. Starting at the first train (one that's going 30 mph), the fly travels 70 mph to the other train, turns around and travels 70 mph back to the first train. It repeats this process until the trains collide and the fly dies. How many miles did the fly travel before its death?
Trains:
rt+Rt = d
30*t + 50*t = 160
80t = 160
t = 2
Bee:
rt=d
70*2 = 140
140 miles
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Re: ITT we ask easy riddles/questions that people screw up
You walk along a yellow brick road (lmfao) to try and find a pot of gold. On your journey, you met two leprechauns standing in front of two diverging paths, one which has the pot of gold at the end of the path. One of them tells the truth all the time, and the other lies all the time. They will only let you ask one question to any one of them. What question should you ask?
EDIT: Good job Marcus!Last edited by iironiic; 01-19-2012, 01:05 PM.Comment
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Re: ITT we ask easy riddles/questions that people screw up
It has to do with Bayes Rule, which tells you how probabilities change when something is given/known.
Basically, when you have three doors, you have a 33.3% chance of landing on the car by chance alone. But by having a goat-door revealed to you, you now have more information that you must take into account.
Another way to intuit this:
Say instead of 3 we have a billion doors. You choose a door. The host opens up 999,999,998 goat-doors. You can either open the door you chose or go with the other unopened door.
Do you see why it's obvious we should switch? In this case, the probabilities are easier to understand. The odds of us choosing the car-door right off the bat are practically zero. Therefore if we are shown where all the other goats are and we are given an unopened door, odds are that's the one with the car. The only way we lose by switching is if we just so happened to pick the door with the car right off the bat.
The same logic applies with three doors -- it's just harder to see at first. Switching gets us the car two times out of three:
1. We choose goat 1 at first. Goat 2 revealed. Switch, we get car.
2. We choose goat 2 at first. Goat 1 revealed. Switch, we get car.
3. We choose car at first. Goat 1 or goat 2 revealed. Switch, we get goat.
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