I came across this puzzle a while ago and recently recalled it but couldn't come up with any solid solution/explanation. What are your thoughts?
I want to choose one day, in a five day window (we'll say monday to friday), on which an event will occur. (For simplicity of interpretation and...
hey, i tried the following problem and i think i got it wrong well. here is the problem and what i did.
problem
A photograph of a zebra is taken from a distance of 100m with a 50mm lens. A second picture is taken from a distance of 50m with the same lens. What is the ratio of the height of...
I don't know how to do this, 2 Cokes standing 35 cm from each other, Calculate the attraction to each other. One can weights 365grams.
Ok I know we should use G*m1m2/r1 and I have tried that and the result becomes only wrong like this
0,365*0,365 / 0,35 =0,3806428571 * 6,67*10^-11...
I am stuck on this problem...
A speeding motorist traveling 120 km/h passes a stationary police officer. The officer immediately begins pursuit at a constant acceleration of 10.2 km/h/s (note the mixed units). How much time will it take for the police officer to reach the speeder, assuming that...
In one container there are two black beads, in another two white beads, and in a third there are one black and one white bead. They are labelled appropriately BB, WW, and BW. Someone moved the labels in such a way that for each container the label doesn't show its contents. Can you determine the...
I'm not sure why I'm not getting this problem right. It seems pretty simple to me, but I guess there might be a trick to it?
Suppose that a 50kg block slides along a horizontal surface where the coefficient of kinetic friction between the block and the surface is uk = 0.60. A force F = 400 N...
A geometry puzzle:
Say I want to obtain an image of an object (eg. a toy car) from every possible angle in 3-dimensions, in, say, 15 degree increments. How many pictures would I need to take?
The immediate answer is 576.
1] Rotate the car around X axis through 360 degrees in 15 degree...
In order to solve this pde that I'm on, I must solve this system of odes, \frac{dx}{dt} = -y and \frac{dy}{dt} = x , which doesn't look bad, but I haven't had a second semester of ode yet where systems of differential equations are covered. How is this solved?
I don't know if you have encountered this problem in Logic and Mathematics. Anyway, you may try this:
You are given with an initial string of MI.
Here are the rules:
i) If you have a string that ends with I you can add a U
ii) If you have an Mx, (i.e., an a string that starts with...
Can anyone solve this... "shape of a string" puzzle?
Let's say there is an infinite massless and elastic string, which laid horizontally and one of the ends is extended to infinite distance.
The string is "pulled" thoroughly and somehow, so that there is a tension T along it.
There is a...
Hello everyone,
I was wondering if you could advise me a good puzzle I could give to my engineering-major friends, something tough that they would break their brains on :devil:. I was thinking of petals around the rose.
Any other suggestions are very much welcome!
Heres an exciting number puzzle that i got from a friend of mine:
>> make a combination of any of the four basic math operations (+,-,x or /) such that numbers from 1-9 is visible without repeatition.
ex. 2x3=6+1=7
note: it is not necessary that the four operations could be used...
Hi! I have a puzzle here and was wondering if you guys could solve it.
Using exactly four nines each time and no other numbers or letters, find expressions which evaluate to every integer between 0 and 132. You may put parentheses wherever you wish and uses whatever mathematical symbols...
I am thinking of a famous formula related to number theory, but I have reworded it (this may not be original to me -- I don't know). Can you name the theorm:
If a, b, c and n are positive integers, then
a^{n}=\int_{b}^{c}n{x^{n-1}}dx
has no solutions for any n > 2 . Maybe we can...
I’m a little bit confused with plasmids. I understand how they work replicate and function, but I can't say why do they exist ?
What is plasmid role, what is so special they do so they are worthy of existence? Almost every plasmid feature is “supported” by bacterial chromosome. Why when and...
In year 12 my maths teacher gave the class this puzzle. The idea is to fold an A4 sheet of paper, along the lines, such that the numbers are in order. Just to make it clear, the numbers don't have to be in order as you unfold it or anything, but when folded the rectangle of paper directly...
According to the late philosopher and logician George Boolos, who was a professor at MIT, the hardest logical puzzle is one that was invented by the logician and puzzle-master Raymond Smullyan, and modified slightly by the computer scientist John McCarthy. Here is the puzzle :
:cool:
Not as interesting as the other, but I had never seen it before, until I lost to it a while ago :smile:
Mainly looking at the left center.
http://img280.echo.cx/img280/46/minesweepertest5ax.gif
This one is just for fun, I do not have the answer myself. I was reminded of it by BicycleTree's procedure. The goal is to get each integer as the result of using any of the four operations, and exponentiation, operating on four fours. For instance:
1 = 4 - 4 + 4/4
2 = 4/4 + 4/4
3 = (4 + 4...
Saw this at a website..
[] [][][][] []
[] 2 2 2 2 []
[] 2 0 0 2 []
[] 2 0 0 2 []
[] 2 2 2 2 []
[] [][][][] []
See if you can figure it out without guessing and checking (derive the solution logically). Might be easier for minesweeper addicts.
edit, darn the spacing is...
I had this idea this morning and was going to make another "figure-out-the-sequence" out of it, until it occurred to me that it was slightly more interesting than that.
Consider the following procedure: start a line with 0 2, and add on additional numbers as you please so long as the...
I am sure this one has been done a million times, but I can't figure this out. It about 10 mint producing machine and one of them is defective and produces coins that weigh 10% less than the other 9. You have a scale but you can only use it once and only once, how would you identify the...
This isn't really homework for a class, but i figured this would be the most appropriate place for this question:
What would this quantity be?
\lim_{t \rightarrow \infty} e^{-i \alpha |x - t|} \cdot (|x -t| - 1) - \lim_{t \rightarrow - \infty} e^{-i \alpha |x - t|} \cdot (|x -t| - 1) = ...
Can I amuse anybody with a bridge puzzle? I made it some 25 years ago and it took almost a year to debug it. So if you find the solution within minutes then that’s either brilliant or you found one of the two build-in traps. The real solution looks unusual.
South plays six No Trump, west...
This was circulating about the math department last semester and I thought some of you might enjoy it. Good luck.
The solution to the following puzzle is unique; in some cases the knowledge that the solution is unique may actually give you a short-cut to finding the answer to a particular...
please help me!
I will be so happy if someone gives the answer to this question in a while.
A ping pong ball of radius R and mass M is started with an initial speed Vo and a backward initial angular velocity of wo.The coefficient of kinetic friction between the ball and the table is µk.What...
Can someone help me with this math puzzle?
:confused: Can anyone figure this out? :confused:
If you take the next two numbers in this sequence and multiply them together, what number will you get?
594, 487, 566, 493, 310, 447, ____, ____
2,5,8,11,13,15,30,34,40,46,52,56,60,63
This was a popular one when I was younger, but I haven't heard it lately. What comes next in the sequence? This is way a trick question. Only a small percentage of people have even a chance of figuring it out.
This is one I learned in grade school.
Connect the 9 dots with only 4 straight lines and without lifting your pencil / mouse.
http://img12.echo.cx/my.php?image=9dots4bl.png
I have to do this puzzle for h/w, and for some reason i just can't do it :mad:
0
1 2
3 4 5
6 7 8 9
Using the above numbers and patterns. Form the shape below by moving only 3 numbers.
* * * *
* * *
* *
*
ANy Ideas.
*they're pyramids by the way
Following a post in the Number theory forum, I got to thinking: is it possible to arrange the squares with sides 1 to 24 into one big square of side 70. I think its probably impossible, but I've written an applet at http://www.chronon.org/applets/pyramid.html for people to try it out.
Open attached file and
Fill in numbers 1 to 9 such that no number repeats in any column or row.
What are the numbers in the first column - in sequence top down?
here is also a link numblock1.gif
This is another puzzle that has to do with modular arithmetic (the other one that did was Picture Puzzle).
1
1 2
1 3 2 4
1 4 5 2 3 6
1 6 4 3 9 2 8 7 5 10
What's the next row?
i forget the name of the puzzle but it is somewhere in the brain teaser.
there is a famus runner in a race with a tortoise.
and to win he had to go after the tortoise
but before that he must travel that half of the distance
but before that he must travel that half of half of the distance...
this one is ridiculously obvious, and because of that, some people totally miss it. :smile:
you have two coins, and the sum of the value of these two coins is $.15
(they are american coins. no japanese coins)
if one of your coins is not a nickel, what are the value's of your coins...
As you travel from Rodnag to Gandor, you encounter a fork in the road. There is someone standing there who is either one who always lies or one who always tells the truth and you don't know which. You can point to any road and ask "Is this the road to Gandor?" as many times as you like, but that...
Stupid Seller?
Two men A and B go to the market to sell eggs. Each one has 30 eggs. A sells 2 for one unit(insert your own monetary unit) and B sells 3 for one unit. Just before they start to sell, A gets an urgent call from his home, he requests B to sell his stuff and goes home. B, the wise...
:confused: Can anyone help me figure out this very hard math puzzle? :confused:
2 + 2 = 4
4 + 4 = 8
142 + 468 = 621
3762 + 8271 = ?
PS. It is very confusing!
http://deathball.net/notpron/notpron.htm
Supposedly, over 2 million people have visited the site and something like only 30 people have ever solved the puzzle entirely. The puzzle is ~80 pages in length and only a handful of people have ever even hit the last page. I played it for 5 min...
Pushy Astronaut
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a) An astronaut of mass 70 kg pushes off a satellite of mass 420 kg, exerting a force of 120 N for the 0.83 s they are in contact. What is the speed of the astronaut after they have separated...
Hey People...um this is a question i got for school...i know what was used to solve it but i can't understand how that method was used and why they did that...
it says:
A foundry operator finds that it takes 55.3MJ of heat to heat a 286 kg mass of an alloy steel from 22 degrees C to 452...
Two people live 20 km from each other. They start cycling towards each other with a speed of 10 km/h. A fly starts from one of them and flies to the other person and then back to the first person. It has an average speed of 15 km/h. It continues to do this until the two people meet. How far will...
one person, let's call him Mr. Fubini, walked south one mile, west one mile, and then back north one mile. he then looked around and noticed he was back where he started. where on the Earth is this possible?
(note there is a really obvious answer honestly everyone gets in like 2 minutes, and...
http://www.ebaumsworld.com/frogleap.html
Instructions: Move the green frogs from the left to the right. Move the brown frogs from the right to the left.
I once made it, but I forgot how to do it now :redface:
a car is traveling at a uniform speed. the driver sees a milestone showing a two digit number. after traveling for one hour the driver sees another milestone with the same digits reversed. after another hour he comes across yet another yet another milestone containing the same two digits...
here's a rather challenging flash puzzle game if any of you are interested...
i'll post hints on it if you need help...
http://www.woolythinking.com/html/darkroomIE.html?o=0o
best of luck to anyone who tries
imagine a regular dodecahedron, and its group of rotations. this group is "simple" of order 60, hence isomorphic to the group A5, of even permutations of 5 elements.
i.e. each face is preserved by 5 rotations, yet can be translated to 12 different faces, hence there are 60 motions in all...