A project has two paths that you are concerned about The first path (which we will call 1) has an expected path time of 15 weeks and a standard deviation of 3 The second path ( 2) has an expected path time of 14 weeks and a standard deviation of 3 4 Which path is critical if the project must be completed within 17 5 weeks Path 2 with a probability of approximately 85 Path 2 with a probability of approximately 75 Path 1 with a probability of approximately 83 Path 1 with a probability of approximately 80 Path 2 with a probability of approximately 1 03 Path 1 with a probability of approximately 90 A project has two paths that you are concerned about The first path (which we will call 1) has an expected path time of 15 weeks and a standard deviation of 3 The second path ( 2) has an expected path time of 14 weeks and a standard deviation of 3 4 Which path is critical if the project must be completed within 17 5 weeks Path 2 with a probability of approximately 85 Path 2 with a probability of approximately 75 Path 1 with a probability of approximately 83 Path 1 with a probability of approximately 80 Path 2 with a probability of approximately 1 03

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Question: A project has two paths that you are concerned about. The first path (which we will call #1) has an expected path time of 15

A project has two paths that you are concerned about. The first path (which we will call #1) has an expected path time of 15 weeks and a standard deviation of 3. The second path (#2) has an expected path time of 14 weeks and a standard deviation of 3.4. Which path is critical if the project must be completed within 17.5 weeks?

Path #2 with a probability of approximately 85%

Path #2 with a probability of approximately 75%

Path #1 with a probability of approximately .83

Path #1 with a probability of approximately 80%

Path #2 with a probability of approximately 1.03

Path #1 with a probability of approximately 90%

A project has two paths that you are concerned about. The first path (which we will call #1) has an expected path time of 15 weeks and a standard deviation of 3. The second path (#2) has an expected path time of 14 weeks and a standard deviation of 3.4. Which path is critical if the project must be completed within 17.5 weeks?

		Path #2 with a probability of approximately 85%
		Path #2 with a probability of approximately 75%
		Path #1 with a probability of approximately .83
		Path #1 with a probability of approximately 80%
		Path #2 with a probability of approximately 1.03

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