J.E kerrich from Britain scored 5067 heads in 10,000 tosses of a coin. the experimental probability of getting a head, in this case was 0.5067 true or false
Answers
Hey buddy here is your answer..........
It is true because our total number of outcomes is 10,000.
our favourable outcome is 5067.
Therefore,
P(e)=NUMBER OF FAVOURABLE OUTCOME÷TOTAL NUMBER OF OUTCOME
NOW,. 5067÷10,000
HENCE, 0.5067
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Given:
Number of heads obtained=5,067
Total number of tosses=10,000
To check:
If the probability of getting heads is 0.5067
Solution:
The probability of getting heads is 0.5067 is true.
We can find the solution by following the steps given below-
We know that the probability of an event is obtained by dividing the possible and total outcomes of that event.
In tossing a coin, there are two possible outcomes. Using a fair coin, we would either get heads or tails.
In 10,000 tosses, we would obtain one outcome in each toss.
The total number of heads obtained=5,067
The total number of tosses=10,000
Probability of getting heads= Number of heads obtained/ Total number of tosses
=5,067/ 10,000
=0.5067
Therefore, the probability of getting heads is 0.5067 is true.