Question
Agambler believes that he has found a coin that is biased in favor of heads, in...

Agambler believes that he has found a coin that is biased in favor of heads, in other words, when the coin is tossed will land heads side up more than half the time. To test his hypothesis he tosses the coin 100 times and observes 56 heads. He uses these results to conduct a hypothesis test getting a P-value of 0.115. He intends to use a 0.05 level of significance. Which statement best describes a Type 1 error in this situation. Concluding the coin is biased in favor of heads when it really is not Concluding the coin is not biased in favor of heads when it really is not. Concluding the coin is biased in favor of heads when it really is. Concluding the coin is not biased in favor of heads when it really is.
Answers
Null hypothesis: Coin is not biased.
Type I error: Reject a true null hypothesis.
So, Option A) Concluding the coin is biased in favor of heads when it really is not.
I hope this will help. Thank you.
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