When a coin is tossed write two events which are mutually exclusive an

1.	When a coin is tossed write two events which are mutually exclusive and exhaustive.
Answer» When we toss a coin, sample space, S = {H, T} Let A = event of getting head = {H} And B = event of getting tail = {T} Then, A ∩ B and A ∪ B = s = ϕ ∴ A, B are mutually exclusive and exhaustive. Here could be ✌ two events which are mutually exclusive and exhaustive written below: A : getting not head => A = {T} B : getting not tell => B = {H}

When a coin is tossed write two events which are mutually exclusive and exhaustive.

Answer»

When we toss a coin, sample space, S = {H, T}

Let A = event of getting head = {H}

And B = event of getting tail = {T}

Then, A ∩ B and A ∪ B = s = ϕ

∴ A, B are mutually exclusive and exhaustive.

Here could be ✌ two events which are mutually exclusive and exhaustive written below:

A : getting not head => A = {T}

B : getting not tell => B = {H}

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When a coin is tossed write two events which are mutually exclusive and exhaustive.

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