00:01
Hello students, the question that is given over here is that this is regarding the flipping coins and the binomial distribution.
00:20
The version is considered two coins, one fair and another unfair.
00:24
The probability of getting heads on given flip or unfair, unfair coin is 0 .75.
00:30
You are given one of these coins and will gather the information about your coin by flipping it.
00:36
Based on the flip itself, we have to in which of the coins were given, and at the end of the equation, which coin you were given will be revealed.
00:46
When you flip your coin, your result is based on simulation in a simulation, random events or models in such a way that the simulated outcomes closely match the real world outcome.
00:56
In this simulation, each flip is simulated based on the probability of obtaining heads and tails for whichever the coin you were given and your results will be displayed in sequential order from left to right.
01:09
Well here we have to determine the probability of obtaining exactly as many hits as you just obtain if your coin is unfair.
01:21
Group of answer choices are given and the right answer for this question is 0 .2503 which is our option b.
01:40
The next question is we have to determine the probability of getting seven hits if a coin is fair.
01:47
The right answer for this question is 0 .11 commented which is our option b...