Can You Solve It? Are You Smarter Than a Soap Bubble?
Imagine four towns situated at the corners of a square - that's your starting point. The task is to connect these towns with roads in such a way that minimizes the total length of road. Sounds simple, right? Well, not quite.
The answer lies in creating an optimal network of roads using the smallest possible distance between the towns. However, finding this solution mathematically can be complex and time-consuming. The good news is that science has a clever trick up its sleeve - soap bubbles!
Using a plastic model of the puzzle and submerging it in a bowl of soapy water creates an instant solution. Nature takes care of the rest by forming perfect spheres around each dowel. By studying these spheres, one can identify the minimal structure required to connect all four towns.
The optimal solution bears striking resemblance to a simple geometrical shape that appears in our everyday lives. The answer is not just about finding the shortest distance between two points but also involves understanding how nature finds its own solutions.
For now, let's just say it's going to be a great puzzle, and we'll reveal the answer at 5 pm UK time with an accompanying video of the soap bubble solution. Please refrain from sharing spoilers until then!
The creation of MathsWorld London in Southwark - a few minutes' walk from the Tate Modern - is another fascinating story worth mentioning. This maths discovery centre boasts dozens of interactive exhibits, one of which my children thoroughly enjoyed - the gigantic soap bubble machine. You simply stand inside and watch as bubbles envelop your head.
Apart from this captivating exhibit, MathsWorld London has many other intriguing displays that reflect mathematical concepts through engaging play. Each exhibit comes with an in-depth explanation for those who'd like to know more.
MathsCity Leeds is another sister project worth mentioning - a giant bubble machine can be found there too.
For puzzle enthusiasts and anyone intrigued by the world of mathematics, this blog aims to share puzzles on alternate Mondays. If you have any suggestions or ideas for puzzles, please don't hesitate to reach out via email.
Imagine four towns situated at the corners of a square - that's your starting point. The task is to connect these towns with roads in such a way that minimizes the total length of road. Sounds simple, right? Well, not quite.
The answer lies in creating an optimal network of roads using the smallest possible distance between the towns. However, finding this solution mathematically can be complex and time-consuming. The good news is that science has a clever trick up its sleeve - soap bubbles!
Using a plastic model of the puzzle and submerging it in a bowl of soapy water creates an instant solution. Nature takes care of the rest by forming perfect spheres around each dowel. By studying these spheres, one can identify the minimal structure required to connect all four towns.
The optimal solution bears striking resemblance to a simple geometrical shape that appears in our everyday lives. The answer is not just about finding the shortest distance between two points but also involves understanding how nature finds its own solutions.
For now, let's just say it's going to be a great puzzle, and we'll reveal the answer at 5 pm UK time with an accompanying video of the soap bubble solution. Please refrain from sharing spoilers until then!
The creation of MathsWorld London in Southwark - a few minutes' walk from the Tate Modern - is another fascinating story worth mentioning. This maths discovery centre boasts dozens of interactive exhibits, one of which my children thoroughly enjoyed - the gigantic soap bubble machine. You simply stand inside and watch as bubbles envelop your head.
Apart from this captivating exhibit, MathsWorld London has many other intriguing displays that reflect mathematical concepts through engaging play. Each exhibit comes with an in-depth explanation for those who'd like to know more.
MathsCity Leeds is another sister project worth mentioning - a giant bubble machine can be found there too.
For puzzle enthusiasts and anyone intrigued by the world of mathematics, this blog aims to share puzzles on alternate Mondays. If you have any suggestions or ideas for puzzles, please don't hesitate to reach out via email.