Circle name: Circle Second
Lesson name: Lesson2
Starts at : 14.05.2020 10:00
Petya and Misha play such a game. Petya takes in each hand a coin: one – 10 pence, and the other – 15. After that, the contents of the left hand are multiplied by 4, 10, 12 or 26, and the contents of the right hand – by 7, 13, 21 or 35. Then Petya adds the two results and tells Misha the result. Can Misha, knowing this result, determine which hand – the right or left – contains the 10 pence coin?
We are looking for the correct statement. In a notebook one hundred statements are written:
1$)$ There is exactly one false statement in this notebook.
2$)$ There are exactly two false statements in this notebook.
100$)$ There are exactly one hundred false statements in this notebook.
Which of these statements is true, if it is known that only one is true?