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7. Let's say that you have a coin with an unknown probability of getting heads, P(H), and you want to measure it. You perform an

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7. Let's say that you have a coin with an unknown probability of getting heads, P(H), and you want to measure it. You perform an experiment with to coin tosses, and use its score as the estimate of the probability. Probabilities for obtaining different scores are plotted below (as a function of the score). The standard deviation of this 'noisy measurement' is 0:0.145. Click to view plot if the image is not loading What will be the standard deviation 0e, experimental uncertainty) of the measurement if you repeat the 10-coin-toss experiment 200 times? a + Extra question (to think about): can you confirm the standard deviation given above? 8. What would be the standard deviation of an experiment measuring P(H) for the same coin as in question 7. but using 2000 coin tosses? a 9. What is the answer to question 8 if only 300 coin tosses are used? a O 0.25 O 0.20- 0.15 O 0.10 O 0.05 O O O O 0.2 0.4 0.6 0.8

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