full transcript
From the Ted Talk by Daniel Finkel: Can you solve the unstoppable blob riddle?
Unscramble the Blue Letters
That makes it seems like you’re doomed to keep creating obtuse angles. But as with so many of life’s pbreloms, we can look to pizza for inspiration. Imagine squaring off the outside of a pizza, so that instead of a cclire, it’s an octagon. When we cut it into slices, each of the eight triangles is acute. This works with larger polygons too. Importantly, it also works for some polygons with fewer sides, including heptagons, hexagons, and pnaegntos. That’s good news,
because if you cut off the sharp corners of the blob triangle, a pentagon is exactly what you’ll be left with. And just like a pzzia, you can cut the blob pentagon into five autce triangles. That’s 7 cuts, and it renders the blob completely inert. You’ve saved the day! Now you just need to figure out what to do with all of these gnait, pirlaactlcy indestructible triangles.
Open Cloze
That makes it seems like you’re doomed to keep creating obtuse angles. But as with so many of life’s ________, we can look to pizza for inspiration. Imagine squaring off the outside of a pizza, so that instead of a ______, it’s an octagon. When we cut it into slices, each of the eight triangles is acute. This works with larger polygons too. Importantly, it also works for some polygons with fewer sides, including heptagons, hexagons, and _________. That’s good news,
because if you cut off the sharp corners of the blob triangle, a pentagon is exactly what you’ll be left with. And just like a _____, you can cut the blob pentagon into five _____ triangles. That’s 7 cuts, and it renders the blob completely inert. You’ve saved the day! Now you just need to figure out what to do with all of these _____, ___________ indestructible triangles.
Solution
- practically
- pizza
- problems
- acute
- circle
- pentagons
- giant
Original Text
That makes it seems like you’re doomed to keep creating obtuse angles. But as with so many of life’s problems, we can look to pizza for inspiration. Imagine squaring off the outside of a pizza, so that instead of a circle, it’s an octagon. When we cut it into slices, each of the eight triangles is acute. This works with larger polygons too. Importantly, it also works for some polygons with fewer sides, including heptagons, hexagons, and pentagons. That’s good news,
because if you cut off the sharp corners of the blob triangle, a pentagon is exactly what you’ll be left with. And just like a pizza, you can cut the blob pentagon into five acute triangles. That’s 7 cuts, and it renders the blob completely inert. You’ve saved the day! Now you just need to figure out what to do with all of these giant, practically indestructible triangles.
Frequently Occurring Word Combinations
ngrams of length 2
collocation |
frequency |
acute triangles |
2 |
Important Words
- acute
- angles
- blob
- circle
- completely
- corners
- creating
- cut
- cuts
- doomed
- figure
- giant
- good
- heptagons
- hexagons
- imagine
- importantly
- including
- indestructible
- inert
- inspiration
- larger
- left
- news
- obtuse
- octagon
- pentagon
- pentagons
- pizza
- polygons
- practically
- problems
- renders
- saved
- sharp
- sides
- slices
- squaring
- triangle
- triangles
- works