The time required to play a certain board game is uniformly distributed between 15 and 60 minutes. Use the formula U=a+(ba)RAND() for a uniform distribution between a and b to obtain a sample of 50 outcomes and compute themean, minimum,maximum, and standard deviation.

DATA

50.97967

54.35529

32.32784

29.59448

36.07445

51.93132

57.18020

52.34770

34.60415

27.18983

54.25571

44.90006

38.65212

46.21804

20.39273

40.18783

56.59148

15.90647

56.89782

52.06105

43.33273

45.02696

33.36446

42.02536

34.73817

59.51776

45.28352

27.58368

58.17587

59.97978

59.78922

54.78696

39.25705

46.20265

40.61420

31.74767

29.84479

16.14921

39.79411

40.38571

40.84577

22.74922

57.09049

51.34014

23.42096

40.26679

46.26175

50.82684

40.34496

27.15324

Determine the appropriate formula.

U=15+(6015)RAND()

(Type wholenumbers.)

Fifty random values generated using the formula are now provided in the problem statement. Compute the mean.

The mean is 42.0 minute(s).

(Round to one decimal place asneeded.)

Compute the minimum.

The minimum is minute(s).

(Type an integer or a decimal. Do notround.)