From www.rinkworks.com, we have the following puzzle to feed your brain:
You must cut a birthday cake into exactly eight pieces, but you’re only allowed to make three straight cuts, and you can’t move pieces of the cake as you cut. How can you do it?
you cut it into four slices first, right? then you make a cut across the entire cake holding the knife horizontally….in other words, make a top slice and a bottom slice, thus turning the previous four slices into eight…imagine holding the cake sideways…and cutting down the side.
it would probably be better to make that horizontal cut first…sorry…
Cut in the normal manner from edge to edge through the centre: 2 pieces. Cut again normally, through the centre: 4 pieces. Cut through the cake horizontally, like a fillet: 8 pieces.
All that you need is a cake shaped in such a way that the first cut makes at least three pieces.
Ahahaha…this quiz really brings me back to my old days during elementary XD My teacher who loves solving puzzles suddenly gave us this as denote it as a mathematical problem in our books.
At first we thought its absurb but knowing if we don’t solve that puzzle we wouldn’t go back. My friends and me started arguing and finally like lightning struck into our minds, came the answer XD
Logic dictates this cake is frosted, since it’s a birthday cake, and the challenge is to cut it into equal pieces.
“Equal”, although a relative term, would indicate each piece is equal in every way.
The cutting methods described do not give equally frosted piece, so the puzzle is in error, or someone made an unfrosted cake and is claiming it to be a birthday cake.
Flawed puzzle.
make one crooked cut down to make two pieces, then make three straight cuts across to make eight total.
slice it down the middle verticly and horizontly then around in a circle