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Summarize the definitions of theoretical and experimental probability. Explain a situation where you might determine the probability of an occurrence. What circumstances might bring the results of experimental probability closer to theoretical probability?
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Suppose I have an unbiased coin. I know that when I toss it I can either get a head or a tail. Also the occurrence of head and tail has equal probability. \[P(H)=P(T)=\frac{1}{2}\] This is theoretical probability Do you agree with this?
yes, sorry I get it now. easy. Thanks for your example
It's not over, wait up!!
i figured it out i'm good
Good:D
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