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Hello mathusiasts!
Today is a very special day, Pi day!!! It is called this because in America and other countries, the date is laid out as so: month/date/year so today is 3/14 which are the first three significant figures. So enjoy this special day by eating pi, wearing clothes with pie on them and reading Mathusiasts!
Don’t forget o comment, follow, she and add to bookmarks!!
Albert Einstein was born on the 14th of march, Pi day!
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3 days till pi day!!
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In your cellar there are three light switches in the OFF position. Each switch controls 1 of 3 light bulbs on the floor above. You may move any of the switches but you may only go upstairs to inspect the bulbs one time. How can you determine the switch for each bulb with one inspection?? Comment the answers below and don’t forget to share and follow! |
wow it is easy
answer then?
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How can I get the answer 24 by only using the numbers 8,8,3,3.
You can use the main signs add, subtract multiply and divide.
Post solutions bellow!
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Tetrahedral dice are numbered 1,2,3 and 4. What is the probability of scoring a total of 10 or more on three fair tetrahedral dice?
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Hi everyone. Have you ever imagined the wheels on a car not being a circle?
Well it does seem strange. However, there are shapes that are round but not round at the same time! A circle is a shape with one side and a constant width to it. This make it perfect for a smooth ride in a care. There are other shapes that have a consistent diameter all around, for example the Reuleaux Triangle. This is a triangle of constant width, however its edges are pointy. It is made up of of parts of three circles joined together.
You notice that when a circle is rolled or turned inside a square it fits and keeps touching the sides proving its constant width. The Reuleaux triangle can also be rotated in a square as shown with it touching the sides showing the constant width of the triangle. However, it is still not a really good shape for a wheel because it will not work with a fixed point in the middle but it is still able to roll smoothly if it is rolling without a fixed point of rotation.
There are also other Reuleaux polygons that consist of shapes with odd number of sides and a constant width. The more sides in a Reuleaux polygon, the rounder it is and the closer it gets to being a circle. A famous example of Reuleaux shapes are the British 20p and 50p coins which are both Reuleaux heptagons (as they have constant width, they will also not get stuck in a vending machine). There are also pencils that are a Reuleaux triangle as it is thought to be more comfortable due to the roundness than the typical hexagonal shape. Due to their constant width, there can also be shapes with a constant width other than a sphere.
It also answers the riddle of ”Other than a circle, what shape can you make a manhole cover so that it cannot fall down through the hole?” The Reuleaux triangle can also be used as a drill bit if it was not fixed and a single point in the middle!
Do you know of any objects that are a Reuleaux polygon, or do you have anything else to add on this topic?
Comment below, share and don’t forget to follow my blog!
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Johnny, James and Jack paint a fence. Only one person is painting the fence at once. James worked for twice as long as Johnny. Jack worked four hours less than Johnny. In total, they worked for 40 hours. How many more hours did James work than Jack?
Comment your answers below and don’t forget to subscribe!
There is noticeably a bundle to comprehend this. I presume you have got produced specific nice factors in capabilities also.
What is Pi?
A mathematician: “Pi is the ratio of the circumference of a circle to its diameter.”
A computer programmer: “Pi is 3.141592653589 in double precision.”
A physicist: “Pi is 3.14159 plus or minus 0.000005.”
An engineer: “Pi is about 22/7.”
A nutritionist: “Pie is a healthy and delicious dessert!”
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Fantastic Techniques You May Accomplish Together with fire extinguishers
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Of three men one man always tells the truth, one always tells lies, and one answers yes or no randomly. Each man knows which man is who. You may ask three yes/no question to determine who is who. If you ask the same question to more than one person you must count it as question used for each person whom you ask. What three questions should you ask?
Comment answers below
Source: [Mathsproblems.info]
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What is the probability of scoring a total of 16 or more on three fair dice?
Comment your answer and method!
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Sorry about the long time, but we’re back for more with maths puzzles and facts, don’t forget to ask about things in the comment and enjoy!
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A census taker knocks on a door and a woman answers it, he asks “How many children do you have and what are their ages?”
“I have three children, the product of their ages is 36 and the sum of their ages equals the house number next door”
He says ” I need more information”
She says ” I’ve got to go, my oldest child is sleeping upstairs”
“Thank you, I have all the information I need”
What are the ages of the three children?
Comment below with your answer!
2, 3, and 6
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Sorry I have not posted any posts for a long time but I have been away and busy but don’t go because I am back with more mathematical fun and interesting stuff!
Please subscribe!
MathematicalMagician
Hi guys, there haven’t been many comments or shares lately so please share and comment the posts!
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Probably one of the best ways to learn maths!
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What is pick’s theorem? A guy named Pick was thinking one day, what is the area of the shape had any relationship with something? So he set off to prove that the area of a polygon on a “square dot” line has a relationship with the number of dots on the interior and perimeter. And he proved himself right. I’ve worked out he answer (no internet, just pen and paper) see if you can you can work it out and explain in a comment how it is. Whether you can do it or not, share it with everyone to see if the can do it!
go to youtube and type maths puzzles
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Hi guys, I haven’t asked many questions lately (so keep commenting) so I decided to ask a big one today: what is your method of working out pi without any electronic devices? Comment them below and feel free to express your feelings of other peoples methods.
Thanks!
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If you have three oranges and you take away two, how many will you have? Answer it or share it!
You’ll have two oranges.
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This is a trick I found on youtube about how to square numbers close to one hundred, fun and quick!!!
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Thanks, MM
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Three guests check into a hotel room. The clerk says the bill is $30, so each guest pays $10. Later the clerk realizes the bill should only be $25. To rectify this, he gives the bellhop $5 to return to the guests. On the way to the room, the bellhop realizes that he cannot divide the money equally. As the guests didn’t know the total of the revised bill, the bellhop decides to just give each guest $1 and keep $2 for himself.
Now that each of the guests has been given $1 back, each has paid $9, bringing the total paid to $27. The bellhop has $2. If the guests originally handed over $30, what happened to the remaining $1?
See if you an work it out
This is how I worked it out. This is just the first method.
The men originally paid $30, 10 dollars for each man. 10×3=30 dollars. After that, the manager payed them back $5. So, 5÷3= 1.66666666 dollars. But, the bellboy only returned the three men $3. 3÷3=1.00 dollars. So, a man lost 0.666 cents. Three men lost 0.666×3=1.998 which is about $2. The bellboy kept the $2. So, there is no dollar missing.
The second method I have it that the decimals make up the missing dollar. Please comment back and correct me!
no, there are no decimals involved!
Well then, I guess I have no idea!
in fact the total paid isn’t 27, but 28 ! since there are 3 guests : 3+25 = 28 ! and this way 28 still can’t be divided by 3 !
but 28 + 2 = 30 so no dollars lost I guess 
I gave a wrong answer …
well I’ll try again:
the 30 $ may be written this way 25 +1 + 1+ 1 + 2 ===> 27 paid and 3 with the guests !
the 27 $ paid are 3*9 , and no dollar lost !
I hope this is the correct answer ^_^
no dollar lost!!
in fact the 2 dollars that the belboy kept are involved in the paid ammount:
2+25=27
an they have 3 dollars back
“Now that each of the guests has been given $1 back, each has paid $9, bringing the total paid to $27. The bellhop has $2″ this makes us think that we have to add 2 to 27 to get 30$ but it’s not the case
“the 30 $ may be written this way 25 +1 + 1+ 1 + 2 ===> 27 paid and 3 with the guests !
the 27 $ paid are 3*9 , and no dollar lost ” yes that’s it
it is correct!
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haha! amusing..
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Huh? I don’t get it. But that’s nothing new. i sat through all of school completely clueless about any sort of Maths… i think in the end they let me pass the classes just to get rid of me…lol.
LOL!
The sum of three prime numbers is 50 what is the smallest number?
2.
If it wasn’t, the primes would be all odd. The sum of three odd numbers is odd, and can’t be 50.
That is correct because 2 is the only even prime number!
An infinite crowd of mathematicians enters a bar.
The first one orders a pint, the second one a half pint, the third one a quarter pint…
“I understand”, says the bartender – and pours two pints.
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