IF the coin is not FAIR, then it still might naturally turn up 10 ‘heads’ in a r
ID: 3133556 • Letter: I
Question
IF the coin is not FAIR, then it still might naturally turn up 10 ‘heads’ in a row. It might not. The probability that it might naturally turn up 10 heads in a row (choose both of the answers that work).
A)is very high but not 1
B)0 is still very low, but not 0
C)Cannot be determined without more specific knowledge or assumptions about the coin.
D)cannot be determined exactly with the information included here, but “10 heads in a row” is considerably more believable if the coin is not fair.
E)is 50-50, because heads and tails are both possible.
Explanation / Answer
Ans C and D ,as the coin is not fair so there is no chance of 50-50 there may be bias and its probability cannot be determined either it is high or low with the given information.