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Please answer correctly don't answer a link thanks.​ FUNDAMENTAL PRINCIPLE OF COUNTING.

Please answer correctly don't answer a link thanks.​ FUNDAMENTAL PRINCIPLE OF COUNTING-example-1
User LeeXGreen
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1 Answer

5 votes

1 )

The answer is
{2}^(5) or 32.

The best way to represent this is with a binary tree. Each split represents a choice, and each line represents a possible outcome. Choice #1 at the top of the tree has 2 possible outcomes. The second level repeats that process with 2 possible choices and 4 possible outcomes, this repeats for all 5 levels giving us 32 possible outcomes at the bottom.

2)

There will be eight outcomes.

Sample space : {HHH,HHT,HTH,HTT,THH,THT,TTH,TTT}

Please answer correctly don't answer a link thanks.​ FUNDAMENTAL PRINCIPLE OF COUNTING-example-1
User Mowienay
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