$($Thomas Lee Project Management Proposal$)$ Thomas Lee, the

project manager of a task force planning the construction of a domed

stadium had hoped to be able to complete construction prior to the start of

the next college football season. He and his team have almost finished

developing the proposal that will be presented to a management committee

for approval. All that remains to be done is to develop a time estimate for the

project. Toward that end, a network diagram has been developed. The

network diagram has two paths with expected completion times and standard

deviations, as shown in the following table. Estimate the number of days

required to complete the project with probability $0\mathrm{.}95($round your answer to

two decimal places$).$

Path $.$Expected Duration $($Days$)$ Standard Deviation

A $.69.9$

B $.65.13$