1. Can you find a squigit which is divisible by 7 and larger than 50?
2. Which two squigits have a difference of 100?
3. Find a squigit whose square root is also a squigit.
4. Find a squigit that's also a prime number.
5. How many years last
century were squigits?
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Teacher, do your students have access to computers such as tablets, iPads or Laptops? This page was really designed for projection on a whiteboard but if you really want the students to have access to it here is a concise URL for a version of this page without the comments:
However it would be better to assign one of the student interactive activities below.
Here is the URL which will take them to a student activity about square numbers.