STAIRWAY TO HEAVEN is our adaption of a famous mathematics problem.
Suppose there is a man who just passed away (died!), and accidentally he has been sent to ‘hell’. There, he meets a sadistic devil who gives him a chance of escaping hell in order to go to ‘heaven’.
But there is a catch, the person must choose a specific door which holds the ‘STAIRWAY TO HEAVEN’.
He presents the problem to the man:
There are 3 doors, two contain ultimate demolition and the last door holds the STAIRWAY. You must choose the door containing the stairway in order to escape.
The man eventually chooses a door, unaware of what it holds.
The devil who knows what is behind each door opens a door that doesn’t hold the STAIRWAY.
After revealing this door, he offers the man a choice: He can either stay on the door he has chosen or switch to the door that is now left.
So, considering the fact that the devil doesn’t want the man to go to heaven, the question arises; SHOULD THE MAN MAKE THE SWITCH OR STAY ON THE DOOR THAT HE HAS CHOSEN??
KINDLY TYPE IN YOUR ANSWERS OR VIEWS IN THE COMMENT BOX BELOW (please give mathematical explanation to you answers), the solution will be revealed next week, so stay tuned!!!