Question

solve it please with explanation... Please ​

Answer 1

Solution:

By putting formula ,

$probability = \frac{number \: \:o f \: \: favorable \: events \: }{number \: of \: total \: events \: }$

As we know,

The coin is tossed 300 times.

We got head 136 times in 300 times.

So, probability of getting head,

$= \frac{136}{300} = \frac{680}{15} = \frac{34}{75}$

Now , in next step we got tail 164 times in 300 times

So, the probability of getting tail is,

$= \frac{164}{300} = \frac{82}{150} = \frac{41}{25}$

Hence, the probability of getting head and tail is ,

$= \frac{34}{75} \: and \: \frac{41}{75}$