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In a game zone, the tins numbered from \(1\) to \(10\) were arranged in the following manner.
The game is to point and crash a particular number as directed by the game keeper. Amrish pays \(10\) bucks and opts to play.
(i) What is the probability that Amrish crashes the tin numbered 5?
Answer:
(ii) What is the probability that Amrish crashes an odd number?
Answer:
(iii) What is the probability that Amrish crashes a tin with a number that is divisible by 10?
Answer:
(iv) What is the probability that Amrish crashes a tin from the second row from the top?
Answer:
(v) The outcomes of crashing each tin is not equally likely. -
(vi) If false, why?
[Note: Enter the probability fraction in its reduced form.]
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