You are not logged in.
Pages: 1
1. In 1978, Raymond Smullyan wrote a book about logical puzzles. What is the name of this book?
2. I am the square root of -1. Who am i?
3. What would the value of 190 in hexadecimal be?
4. Twenty-nine is a prime example of what kind of number?
5. The reciprocal of
is half of what number?6. How many consonants are in "one"? How many in "two"? And how many in "three"?
7. What do you do to the length of an edge of a cube to find its volume?
These questions are based on the principle of self-recursion. To learn more about self-recursion, click here.
Last edited by gmsc (2008-10-14 10:58:20)
Offline
8. Rationals and irrationals are real examples of what kind of numbers?
9. Is it normal for two straight lines to have gradients whose product is −1?
Last edited by JaneFairfax (2008-10-15 10:02:20)
Offline
Last edited by careless25 (2008-10-15 09:32:19)
Offline
Last edited by Chewy (2008-10-15 13:03:51)
Offline
Offline
Offline
10. What is the converse of
?11. The inverse of statement in # 10?
12. The contrapositive of statement in # 10 ?
Last edited by Chewy (2008-10-15 13:39:04)
Offline
13. Is
a formula for the number of subsets of a set in set theory?Offline
I am sorry. You will never see me post here or any forum at this site ever again. My apologies. Goodbye.
Offline
THESE are more examples of self-recursive questions.
10. How many letters are in four?
11. What do you do to the length of a side of a square to find its area?
12. If two angles add up to 90°, can it be right?
See the pattern yet?
Offline
Just read the post... Nice patterns up there Jane!!
Another one...
How much is -40 degree Celsius in degree Fahrenheit??
If two or more thoughts intersect, there has to be a point!
Offline
I see Skitt's law is alive and well. Apparently JaneFairfax does not understand recursion, either.
The only example of recursion so far in this thread has been gmsc's link. Placing the word that answers the question within the question doesn't make that question recursive. It might make it clever, perhaps, but it does not make it recursive.
Examples of recursiveness:
The first two examples are finitely recursive, while the third example is infinitely recursive.
Do you see the pattern yet, Ms. Fairfax?
You can shear a sheep many times but skin him only once.
Offline
I am sorry. You will never see me post here or any forum at this site ever again. My apologies. Goodbye.
I can only hope you decide to change your mind.
Jane wasn't personally attacking you, she just reacts far, far too strongly to things sometimes.
I find it's best to just ignore her outbursts until she turns back into Dr. Janekyll.
Why did the vector cross the road?
It wanted to be normal.
Offline
Oi! Sry! Sry!
k i get it now.
Offline
Pages: 1