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The time required to play a certain board game is uniformly distributed between 15 and...

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The time required to play a certain board game is uniformly distributed between 15 and 60 minutes Use the formula U a b a x RAND for a uniform distribution between a and b to obtain a sample of 50 outcomes and compute the mean minimum maximum and standard deviation Click the icon to view the randomly generated times Determine the appropriate formula U 15 60 15 RAND Type whole numbers Fifty random values generated using the formula are now provided in the problem statement Compute the mean The mean is minute s Round to one decimal place as needed Randomly generated Times k 59 65875 18 94221 21 60876 49 26038 46 69202 D 52 89645 37 74858 25 84536 34 93642 59 59418 30 95933 56 47676 49 24393 30 11539 33 52403 55 78600 49 70706 24 98502 58 66661 19 55243 45 97866 39 08874 47 94008 16 38098 41 77787 18 78114 47 79485 36 93377 35 44829 25 97972 31 89785 32 38128 17 89216 49 06946 45 38556 27 25673 54 79284 25 82267 47 21793 43 70658 36 55512 35 85211 44 35708 56 88593 41 70251 44 61141 49 38174 30 53574 41 09028 31 45312 X

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