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Coin toss exercise Trial/result Trial/result Trial/result Trial/result Trial/result Trial/result Trial/result Trial/result 11 21 Trial/result 31 Trial/result 51 61 71 81 12 22 91 32 42
Coin toss exercise Trial/result Trial/result Trial/result Trial/result Trial/result Trial/result Trial/result Trial/result 11 21 Trial/result 31 Trial/result 51 61 71 81 12 22 91 32 42 52 62 72 13 23 92 3.3 43 53 63 73 93 14 24 34 54 74 84 94 5 15 25 35 45 55 65 75 85 95 16 26 36 46 56 66 76 86 96 7 17 27 37 47 57 67 77 87 97 18 28 38 68 78 98 19 20 39 49 69 79 99 10 20 30 40 50 60 70 100 Instructions: Toss a quarter 100 times and record in the table 1 for Heads or 0 for Tails for each of the trials. Count the results. Results: Heads times Tails times Because there were 100 trials, # times equals %: Heads % Tails Now calculate how many heads or tails happened in each of ten trial columns, then multiply by 10 to get a percentage and record in the table. For instance, If there were 4 heads in the trials 1-10, then you will enter 40 for % Heads result and 60 for %% Tails in the Trials 1-10 column. Trials 1-10 Trials 11-20 Trials 21-30 Trials 31-40 Trials 41-50 Trials 51-60 Trials 61-70 Trials 71-80 Trials 81-90 |Trials 91-100 % Heads (1) 9% Tails (0) Answer these questions in your conclusions below: What can you observe from the variation of the results in your 100 trials and the final result? Is the percentage of heads in each of the sets of ten trials the same or different from the results for all 100 trials? Why did it happen
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