Math, asked by kevy923, 1 year ago

• A coin is toss 500 times it turns up head 270 times can we conclude on the basis of evidence that the coin is bias.

Answers

Answered by onesimus58
0

there are two possiblities one is H(heads)or the other is T(tails)

S=(HH,HT,TH,TT)

therefore the possiblite depend upon n(s)

Therefore p(a)=n(a)upon(s).

Answered by manasdeepvishwakarma
1

Answer:

No. Actually to say whether it is biased or not, either you should have made the coin or should toss the coin infinite times and then find the probability of head and tail then you can conclude its bias nature. Because for example, if you toss a fair coin or roll a fair die infinite times then in case of coin 1/2 times it will be head and half of the times it will be not and in case of die, 1/6 times a number will occur.

Step-by-step explanation:

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