Each of the digits in the number ninety four are square numbers. Let's call all numbers like that squigits! 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 who's square root is also a squigit. 4. Find a squigit that's also a prime number. 5. How many years
last
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Answers
1. 91.... but there are many other correct answers.
2. 11 and 111.... but there are many other correct answers.
3. 1.... but there are many other correct answers.
4. 11.... but there are many other correct answers.
5. 9. (1911, 1914, 1919, 1941, 1944, 1949, 1991, 1994, 1999)