Two coind are tossed simultaneously 500 times with the following frequ

1.	Two coind are tossed simultaneously 500 times with the following frequencies of different outcomes:Two heads: 95 timesOne tail: 290 timesNo head: 115 timesFind the probability of occurrence of each of these events.
Answer» Given, Total number of trials = 500 times Probability (E) \(=\frac{number\,of\,trials\, in\,which\,the\,event\,happens}{total\,number\,of\,trials}\) P (getting two heads) = \(\frac{95}{500}=0.19\) P (getting one tail) = \(\frac{290}{500}=0.58\) P (getting no head) = \(\frac{115}{500}=0.23\)

Two coind are tossed simultaneously 500 times with the following frequencies of different outcomes:Two heads: 95 timesOne tail: 290 timesNo head: 115 timesFind the probability of occurrence of each of these events.

Answer»

Given,

Total number of trials = 500 times

Probability (E) \(=\frac{number\,of\,trials\, in\,which\,the\,event\,happens}{total\,number\,of\,trials}\)

P (getting two heads) = \(\frac{95}{500}=0.19\)

P (getting one tail) = \(\frac{290}{500}=0.58\)

P (getting no head) = \(\frac{115}{500}=0.23\)

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Two coind are tossed simultaneously 500 times with the following frequencies of different outcomes:Two heads: 95 timesOne tail: 290 timesNo head: 115 timesFind the probability of occurrence of each of these events.

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