Construct a cyclic quadrilateral ABCD from a non-cyclic quadrilateral A'B'C'D' such that
|AB| = |A'B'|, |BC| = |B'C'|, |CD| = |C'D'| and |DA| = |D'A'|.
You cannot use formulas (4)-(7) at this
link
in the construction.
Which of the following statements is true?
1. Exactly one of these ten statements is false.
2. Exactly two of these ten statements are false.
3. Exactly three of these ten statements are false.
4. Exactly four of these ten statements are false.
5. Exactly five of these ten statements are false.
6. Exactly six of these ten statements are false.
7. Exactly seven of these ten statements are false.
8. Exactly eight of these ten statements are false.
9. Exactly nine of these ten statements are false.
10. Exactly ten of these ten statements are false.
Which of the above statements will be true and which of them will be false, if you remove the word 'Exactly' from all the statements ?
Latest: 
Bonus: 
