Question

A coin is tossed 300 times and we get head 136 times and tail 164 Times

Answer 1

Answer:

The probability of getting head and tail is \frac{34}{75}, \frac{41}{75}

Solution:

The formula for probability is  

\text {Probability}=\frac{\text {number of favorable events}}{\text {number of total events}}

From the given data in the question,

The coin is tossed total 300 times,

We got head 136 times in 300 times,

So the probability of getting a head is =\frac{136}{300}=\frac{68}{150}=\frac{34}{75}

Next we got tail 164 time in 300 times,

So the probability of getting tail is =\frac{164}{300}=\frac{82}{150}=\frac{41}{75}

So the probability of getting head and tail is \frac{34}{75}, \frac{41}{75}

Answer 2

Answer:

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