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The coin is not 50/50. Get more heads while the probability of boy or girl is more 50/50 since the coin is weighted

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the coins have a 70% chance while there is

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Each set in the sample space of coins contains 4 flips, but in the sets in the BG sample space, there are inconsistent sets

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The chance of the coin being heads was greater than the chance of the child being a girl or boy

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Because the coin does not have a 50 50 chance of getting heads or tails. It is more likely to get heads (70%)

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The coin had a 70% chance of landing on heads, whereas there is a 50/50 chance of getting a boy or girl.

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The weight of the coin could be uneven so it's not perfectly equal. The .375 probability is based on an equally weighted coin whereas the .2646 is based on the specific coin we measured

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it is more likely when not doing the sample space because the sample space does not take into account that it is a trick coin and is said to have 70% chance of landing on heads.

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6/16 is only the possibilities not the probability of actually getting two head and two tales

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Statistically, the probability is about 26%, but realistically it is completely random, there is no real statistic of what % we will get and how many will be heads or tails

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The chance of getting heads is 70% so it is more likely that heads will appear more than tails while the percent of getting a boy or a girl is 50% each

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There is a 70% chance of the coin being heads, which is different from the 50/50 chance of the child being a boy or girl.

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When calculating the probability with the trick coin, you have to consider that the trick coin is much more likely to land on heads; when calculating the probability with the boys and girls, there is nothing to extra consider because there is a 50% chance of having a boy or girl

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Because the boy girl has a 50/50 chance, while the coin flip has a 70/30 chance of being heads and tails respectively

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there's not an even chance of getting heads.

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there's not an even chance of getting heads.

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With the family sample space, there was a 50% chance of boy or girl, allowing you to take the percentage straight from the sample space. However, with Uncle Bilbo's trick coin having a 70% chance in favor of heads, taking the percentage from the sample space is no longer a viable option because the probability between heads and tails is not equal.

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for the children there was a 50/50 chance of getting a boy or a girl. For the coins, the probability proportions within the set were different making it more likely to have sets with more heads

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The coin does not have a 50/50 chance of heads vs tails, like the Boy vs Girl problem did

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The 6/16 probability would be for a properly weighted coin. This trick coin has a higher probability of producing heads, resulting in a higher chance of having more than 2 heads out of 4 coin flips and lower chance of one of the 6 combinations of 2 heads and 2 tails.

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There isn't an equal chance that the coin will land on heads or tails since it's a trick coin, but there's an equal chance of boys or girls

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Because there's an equal chance of boy and girl and not an equal chance of heads and tails

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bush did harambe