GM is interested is interested in learning more about customer satisfaction with the performance of one of their automobiles. Several customers appear to be unhappy and have complained about early transmission failures. To learn more about this problem, GM wants to estimate the “Average Miles driven” before the failure occurred. For this GM used a random sample of actual transmission repairs on cars from their domestic dealerships. Following data (sent to you as a separate EXCEL file via e-mail) shows the actual number of miles driven at the time of transmission failure for 50 randomly chosen vehicles. Briefly discuss the implication of your st

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GM is interested is interested in learning more about customer satisfaction with the performance of one of their automobiles. Several customers appear to be unhappy and have complained about early transmission failures. To learn more about this problem, GM wants to estimate the “Average Miles driven” before the failure occurred. For this GM used a random sample of actual transmission repairs on cars from their domestic dealerships. Following data (sent to you as a separate EXCEL file via e-mail) shows the actual number of miles driven at the time of transmission failure for 50 randomly chosen vehicles.

  1. Briefly discuss the implication of your statistical finding in terms of the belief that many owners have experienced early failures, if only failures before 90,000 miles can be considered early failures.

85,092

32,609

59,465

77,437

32,534

64,090

32,464

59,902

39,323

89,641

94,219

116,803

92,857

63,436

65,605

85,861

64,342

61,978

67,998

59,817

101,769

95,774

121,352

69,568

74,276

66,998

40,001

72,069

25,066

77,098

69,922

35,662

74,425

67,202

118,444

53,500

79,294

64,544

86,813

116,269

37,831

89,341

73,341

85,288

138,114

53,402

85,586

82,256

77,539

88,798

 

 

 

 

 

 

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