A fair coin and an unbiased die are tossed. Let A be the event head appears on the coin and B be the event 3 on the die. Check whether A and B are independent events or not.

Explanation

`S=

{(H, 1),(H, 2),(H, 3),(H, 4),(H, 5),(H, 6),(T, 1),(T, 2),(T, 3),(T, 4),(T, 5),(T, 6)} `



A: shows Head appears on the coin

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A={(H, 1),(H, 2),(H, 3),(H, 4),(H, 5),(H, 6)}`

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